tag:blogger.com,1999:blog-50460662711438146172024-03-23T07:12:11.962-07:00Learning with Diah FakhmaLet's learn and enjoy the lifeDiah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-5046066271143814617.post-70732436339812180522018-11-06T19:58:00.000-08:002018-11-06T19:58:30.927-08:00<br />
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<span style="color: #002554; font-family: "footlight mt light"; font-size: 44.0pt; font-weight: bold;"><span style="font-size: large;">Scaffolding through </span></span><span style="font-size: large;"><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;">W</span><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;">eb</span><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;">Q</span><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;">uest </span><span style="color: #002554; font-family: "footlight mt light";">
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<span style="font-size: large;"><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;">To develop students’ writing performance </span></span></div>
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<span style="color: #002554; font-family: "footlight mt light"; font-size: 44.0pt; font-weight: bold;"> </span><span style="font-size: large;"><span style="color: #002554; font-family: "footlight mt light"; font-weight: bold;"> </span><span style="color: #11488b; font-family: "gill sans mt";">introduction</span></span></div>
<ul>
<li><span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";">teachers found </span><span style="color: black; font-family: "gill sans mt";">that students make less
progress in </span><span style="color: black; font-family: "gill sans mt";">the
</span><span style="color: black; font-family: "gill sans mt";">writing
instruction than other skills.</span><span style="color: black; font-family: "gill sans mt";"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">internet </span><span style="color: black; font-family: "gill sans mt";">provides many benefits
such as providing intrinsic motivation to students, giving authentic material
resources, and improving reading and writing skills </span><span style="color: black; font-family: "gill sans mt";">(Singhal, 1997)</span><span style="color: black; font-family: "gill sans mt";">
</span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">WebQuest</span><span style="color: black; font-family: "gill sans mt";"> with focus on
writing activities provides authentic resources for reading (as the input),
elicits interaction in completing collaborative task, and encourages output to
produce final task </span><span style="color: black; font-family: "gill sans mt";">(Hamel,
2005; Perez-Torres, 2005). </span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">WebQuest fosters
learner-centered learning, scaffolding, social-interaction, and authentic
context </span><span style="color: black; font-family: "gill sans mt";">(Simina
& Hammel, 2005)</span><span style="color: black; font-family: "gill sans mt";">, and
collaborative learning </span><span style="color: black; font-family: "gill sans mt";">(Meskill,
2003)</span><span style="color: black; font-family: "gill sans mt";">
</span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">The scaffolding is to
facilitate secondary L2 students in writing activities in form of resources
links and student collaboration </span></span></li>
</ul>
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<span style="font-size: large;"><span style="color: black; font-family: "gill sans mt";"> </span><span style="color: #11488b; font-family: "gill sans mt"; font-weight: bold;">Internet in Writing Activities</span></span><span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";"></span></span><br />
<ul>
<li><span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";">Internet-based inquiry
activity brings the students into authentic resources for L2 exposure</span><span style="color: black; font-family: "gill sans mt";">
</span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">C</span><span style="color: black; font-family: "gill sans mt";">onnecting the learners
to internet is an approach to writing. </span><span style="color: black; font-family: "gill sans mt";">The</span><span style="color: black; font-family: "gill sans mt";"> learners </span><span style="color: black; font-family: "gill sans mt";">can </span><span style="color: black; font-family: "gill sans mt";">participate in online writing workshop and interact
utilizing online information resources for writing materials</span><span style="color: black; font-family: "gill sans mt";"> </span><span style="color: black; font-family: "gill sans mt";">(Hyland 2002)</span><span style="color: black; font-family: "gill sans mt";">.</span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">It gives the students
</span><span style="color: black; font-family: "gill sans mt";">exposure to
authentic English resources</span><span style="color: black; font-family: "gill sans mt";"> </span><span style="color: black; font-family: "gill sans mt";">to
find information as the input</span></span><span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";">.</span></span></li>
<li><span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";"> </span></span><span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt";">The information
collected will be transformed to be new knowledge for resources to the writing.
The transformation occurs as the result of thinking process during the reading
such as skimming, scanning, evaluating, and synthesizing </span>(McPherson &
Murray, 2004).</li>
<li><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">engaging learners in
a project for language acquisition provides a context where learners
interaction as the scaffolding for themselves </span><span style="color: black; font-family: "gill sans mt";">(</span><span style="color: black; font-family: "gill sans mt";">Jeon</span><span style="color: black; font-family: "gill sans mt";">-Ellis et.al, 2005)</span><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";">.</span></span></li>
<li><span style="font-size: small;"><span style="color: #4f81bd; font-family: "wingdings 2";"></span><span style="color: black; font-family: "gill sans mt";">T</span><span style="color: black; font-family: "gill sans mt";">he collaboration in
order to negotiate meaning includes comprehending reading materials and
constructing composition</span></span>
</li>
</ul>
<span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";"> </span></span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt; font-weight: bold;">WebQuest</span><br />
<span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt; font-weight: bold;"> </span>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">“an inquiry oriented
activity in which some or all of the information that learners interact with
comes from resources on the Internet” </span><span style="color: black; font-family: "gill sans mt"; font-size: 20.0pt;">(Dodge, 1997).</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">“a scaffolded learning
structure that uses links to essential resources on the World Wide Web and an
authentic task to motivate students' investigation of an open-ended question,
development of individual expertise, and participation in a group process that
transforms newly acquired information into a more sophisticated understanding.”</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 20.0pt;">(March, 2005).</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 20.0pt;"> </span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;">Components of WebQuest</span></div>
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<span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;"> </span>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Introduction</span>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Introduction</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To give </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">background information on the topic and reasons </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">to </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">investigat</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">e</span></div>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Task</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To set the context through the steps required
to complete task</span></div>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">P</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">rocess</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">outline necessary steps to assist learners in accomplishing
the task. </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-spacerun: yes;"> </span>A</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"> set of activities and re</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">sources links</span></div>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Evaluation</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">establish </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">the criteria </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">to evaluate the final task</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">, </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">in the form performance
and language levels</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">,
where students can do self-assessment</span></div>
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<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Conclusion</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">summarize what students have learned from the Webquests and
encourages students to apply what they have learned in their local context</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">
</span></div>
<span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
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<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To give </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">background information on the topic and reasons </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">to </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">investigat</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">e</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Task</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To set the context through the steps required
to complete task</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">P</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">rocess</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">outline necessary steps to assist learners in accomplishing
the task. </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-spacerun: yes;"> </span>A</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"> set of activities and re</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">sources links</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Evaluation</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">establish </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">the criteria </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">to evaluate the final task</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">, </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">in the form performance
and language levels</span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">,
where students can do self-assessment</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt; font-style: italic;">Conclusion</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"><span style="mso-tab-count: 1;"> </span>To </span><span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">summarize what students have learned from the Webquests and
encourages students to apply what they have learned in their local context</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;"> </span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;">Scaffolding<span style="mso-spacerun: yes;"> </span></span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 28.0pt;">(writing)</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: #11488b; font-family: "gill sans mt"; font-size: 28.0pt;"> </span>
</div>
<div style="direction: ltr; language: en-US; line-height: 120%; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 26.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 26.0pt;">temporary assistance by which teacher helps a learner
know how to do something, later in order for them to be able to complete a
similar task alone (Gibbon, 2002).</span></div>
<div style="direction: ltr; language: en-US; line-height: 120%; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="font-size: 26.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 26.0pt;">The scaffolding can be provided by the WebQuest
particularly in the ’Process’ stage which has some steps for brainstorming the
topic, and provides tutorial page where the learners can learn all about the
text type and practice the writing online. Moreover, in the stage ‘Task’ the
WebQuest encourages the students to work collaboratively producing a report
text. </span></div>
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 3.0pt; mso-line-break-override: none; mso-vertical-align-alt: auto; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed;">
<span style="color: black; font-family: "gill sans mt"; font-size: 22.0pt;">
</span></div>
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: "gill sans mt"; font-size: 20.0pt;"> </span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;">Scaffolding<span style="mso-spacerun: yes;"> </span></span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 31.0pt;">(web-integrated
learning)</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: #11488b; font-family: "gill sans mt"; font-size: 31.0pt;"> </span>
<br />
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">provides clear
directions </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">clarifies purpose</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">keeps students on task</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">offers assessment to
clarify expectations </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">points students to
worthy sources</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">. </span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">reduces uncertainty,
surprise and disappointment</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">. </span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">delivers efficiency</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">creates momentum </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: "gill sans mt"; font-size: 20.0pt;">(McKenzie 2007) </span></div>
</div>
<br />
<span style="font-size: small;"><span style="color: black; font-family: "gill sans mt";"> </span></span><span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;">Research Methods</span><br />
<span style="color: #11488b; font-family: "gill sans mt"; font-size: 43.0pt;"> </span>
<br />
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">qualitative research
design in the form of case study</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">Observation,<span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">Interviews</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">,<span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">Document </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">text analysis</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;"> </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 6.0pt; margin-left: .4in; margin-top: 6.0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; text-indent: -.31in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: 24.0pt;"><span style="color: #4f81bd; font-family: "wingdings 2"; font-size: 80%;"></span></span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">Observation of
students activities: </span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">browsing
and surfing the web, managing resources, identifying and using proper
information, collecting data, and their collaborative interaction during
completing the task</span><span style="color: black; font-family: "gill sans mt"; font-size: 24.0pt;">
</span></div>
<br />
<br />
<br />
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .03in; margin-top: 6.0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; text-indent: 0in; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: #002554; font-family: "footlight mt light"; font-size: 44.0pt;">
</span></div>
Diah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.comtag:blogger.com,1999:blog-5046066271143814617.post-6219975433805310632018-10-06T00:16:00.000-07:002018-10-07T18:21:57.944-07:00WEBQUEST: Savannah Safari Animals<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div dir="ltr" id="paragraph_VZ4jc4FOX32" style="background-color: rgba(255, 255, 255, 0.9); max-height: 120px; padding: 0px 0px 15px;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8b4-w1AL8usIDvJFQj58XWO2_3AsKjiF7rFhgrK1By8yft2vfJm4H0Mxbsi6THMhGcKQj1_OsNtZ3TYcRg5qfaCTSUk4tzDV9SF0OsUCvzNwTMt6Nn5t2bPUrzNfl8Ys6P7Ny8VavqAU/s1600/wq+judul.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="212" data-original-width="320" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8b4-w1AL8usIDvJFQj58XWO2_3AsKjiF7rFhgrK1By8yft2vfJm4H0Mxbsi6THMhGcKQj1_OsNtZ3TYcRg5qfaCTSUk4tzDV9SF0OsUCvzNwTMt6Nn5t2bPUrzNfl8Ys6P7Ny8VavqAU/s640/wq+judul.jpg" width="640" /></a></div>
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<div style="text-align: center;">
The Webquest is about Trip to Africa. To generate a report as the final task, you should take the steps scaffolded for you. There are also some favors to help you do your job. You should group of two in doing the task. this WebQuest is to cope the goal of KTSP Curricula. you can find it <a href="https://1drv.ms/w/s!AnFJM3zlR81fgVbDlajhBZACqiM9" target="_blank">here</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCok6EMF-sMcU_pFce66_e-1rdPukheJfzwLvIFH8s_hvOvYZlh47OyjVpYDU4bQWVvRgItSbPpGuLQ2zaxgiixzBGF_-0-UxJZAhQIopKA6vXP7WrZyZLTGAnQW95dUQMmvNJw-QbK-8/s1600/wq+intro.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="404" data-original-width="603" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCok6EMF-sMcU_pFce66_e-1rdPukheJfzwLvIFH8s_hvOvYZlh47OyjVpYDU4bQWVvRgItSbPpGuLQ2zaxgiixzBGF_-0-UxJZAhQIopKA6vXP7WrZyZLTGAnQW95dUQMmvNJw-QbK-8/s320/wq+intro.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<b><span style="color: red;">INTRODUCTION</span></b></div>
<div style="text-align: justify;">
you are about to take a trip to an African savannah as a newspaper reporter. You work for the School News. While you are traveling around the savannah, it will be your job to learn about certain animals. Your job is not only finding the information but also have to write a report when you return for a newspaper. The report is about the animal you researched. Have a great trip and come back with lots of information!</div>
<div style="text-align: justify;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_r21IsZQn9ZLzOLar2l7y1u6sY6kl29CRGvEeGxe14pqU4aO0lpcFy94a2yKtBitBkx8W8P6VZMyyH3Q-5H9ezWfSZVao5qOi6wn0PiYmRkZHCmEQoA869HOm09OVljHfZX2RBaS7XJU/s1600/wq+task.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="288" data-original-width="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_r21IsZQn9ZLzOLar2l7y1u6sY6kl29CRGvEeGxe14pqU4aO0lpcFy94a2yKtBitBkx8W8P6VZMyyH3Q-5H9ezWfSZVao5qOi6wn0PiYmRkZHCmEQoA869HOm09OVljHfZX2RBaS7XJU/s1600/wq+task.jpg" /></a></div>
<div style="text-align: justify;">
<b><span style="color: red;">TASK</span></b></div>
<div style="text-align: justify;">
Your mission is to write a newspaper report about your animal. You will need to present your report to the other reporters working for the School News.</div>
<div style="text-align: justify;">
As the next topic of the news is mammals living in savannah and you will have to give a report about certain savannah animals. So, you should choose one of the topics about what savannah animal which you will report (elephant, zebra, giraffe, or lion).</div>
<div style="text-align: justify;">
You may report what your animal looks like, what your animal's habitat is, what your animal eats, its enemies, and other interesting facts. You must gather information for reporting your topic. Once you have chosen the topic then you may continue the task.</div>
<div style="text-align: justify;">
Each member of the group has different job in seeking information, e.g. one is looking for the habitat and the food, another is looking for the characteristics and the enemies. Then, both of you work together to write it into a good the composition of report text.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQd-k9GpTtiRhVbGrcV6afJeiNLFAtijKR-MqTINZqplgCwCzCXve002xdwOK_KdQwE-htLTVzoUIXA64VmysxWvP4TtEn9oaJTzMzO555_B6M3cqs8KD7-bgjUc74uXmrH678cuDhNE/s1600/wq+process.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="860" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQd-k9GpTtiRhVbGrcV6afJeiNLFAtijKR-MqTINZqplgCwCzCXve002xdwOK_KdQwE-htLTVzoUIXA64VmysxWvP4TtEn9oaJTzMzO555_B6M3cqs8KD7-bgjUc74uXmrH678cuDhNE/s320/wq+process.jpg" width="320" /></a></div>
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<div style="text-align: center;">
<b><span style="color: red;">PROCESS</span></b></div>
<ul>
<li>Look at the online resources below and start gathering information about: animal looks like, animal's habitat, animal's eating (whether it is a herbivore, carnivore or omnivore and what that means), its enemies, and other interesting facts. you can gather information from the video or the website linked below.</li>
</ul>
<span style="color: yellow;">Girrafe</span><br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/fzBF1gCS_ik/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/fzBF1gCS_ik?feature=player_embedded" width="320"></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.giraffeworlds.com/giraffe-information/" target="_blank">Factual information of girrafe</a></div>
<div>
<br /></div>
<div>
<span style="color: yellow;">Elephant</span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/74f7ZTCu1jQ/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/74f7ZTCu1jQ?feature=player_embedded" width="320"></iframe></div>
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<a href="http://www.eleaid.com/elephant-information/elephant-facts/" target="_blank">Factual information of elephant</a></div>
<div>
<br />
<span style="color: yellow;">Lion</span><br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/yIHjgNjwQEw/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/yIHjgNjwQEw?feature=player_embedded" width="320"></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.natgeokids.com/au/discover/animals/general-animals/10-lion-facts/" target="_blank">Factual information of Lion</a></div>
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<br /></div>
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<span style="color: yellow;">Zebra</span></div>
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<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/MDsUylfEv1M/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/MDsUylfEv1M?feature=player_embedded" width="320"></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.defenders.org/zebra/basic-facts" target="_blank">Factual information of Zebra</a></div>
</div>
<ul>
<li>Having done your research, organize your research by collecting the appropriate information and make outline of summary and start to write.</li>
<li>Do not copy the information word for word. Use your own words when taking notes. Read through your writing and make sure you do not see any grammar or structures errors. Make sure your writing is clear and easy to read you may look at the REPORT TEXT: Generic Structure and example.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLuqdcUl9MqJWk6_Rx9LwfbfHuw4UZh6eC2eTpaCHVIGgcpt1tD3kz_IR4Aj9eK5DZr2uQTsLEa_S5fQtnEiUUaUe5yCsEmZc0uARzQINSSQFj7RkTQiIzPC3J6HLrUpJ79zGGBUQfT88/s1600/wq+text+report.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="556" data-original-width="667" height="333" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLuqdcUl9MqJWk6_Rx9LwfbfHuw4UZh6eC2eTpaCHVIGgcpt1tD3kz_IR4Aj9eK5DZr2uQTsLEa_S5fQtnEiUUaUe5yCsEmZc0uARzQINSSQFj7RkTQiIzPC3J6HLrUpJ79zGGBUQfT88/s400/wq+text+report.png" width="400" /></a></div>
<ul>
</ul>
<ul>
<li>after gathering the information, draft your writing.</li>
<li>Edit your writing (make sure the use of capitals and punctuation is appropriate). When you are not able to solve your problems during the writing, you may consult your teacher. finally, please do not forget to put references together to your work.</li>
<li>For the presentation, you have to publish your report into THE PADLET. just write the text, add image or video by clicking the pink plus (+) icon at the right bottom of the site.</li>
</ul>
<div class="padlet-embed" style="background: #f4f4f4; border-radius: 2px; border: 1px solid rgba(0 , 0 , 0 , 0.1); box-sizing: border-box; overflow: hidden; position: relative; width: 100%;">
<div style="margin: 0; padding: 0;">
<iframe allow="camera;microphone;geolocation" frameborder="0" src="https://padlet.com/embed/j2wsqez7imsd" style="display: block; height: 608px; margin: 0; padding: 0; width: 100%;"></iframe></div>
<div style="margin: 0; padding: 8px; text-align: right;">
<a href="https://padlet.com/?ref=embed" style="border: none; display: block; height: 16px; line-height: 1; margin: 0; padding: 0;" target="_blank"><img alt="Made with Padlet" height="16" src="https://resources.padletcdn.com/assets/made_with_padlet.png" style="background: none; border: none; box-shadow: none; display: inline; margin: 0; padding: 0;" width="86" /></a></div>
</div>
<ul>
<li>you should add the images or videos of the animal to make a better report. Don't forget to edit your work after making the evaluation on Evaluation stage.</li>
</ul>
<div style="text-align: center;">
<b><span style="color: red;">EVALUATION</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz3vIFPiWdhbGzY1cLhTDif2i3pXc_1Wj_BFeLMwWG4yGF3yADNdyNF9X8JmpgohAwDGADiAkwsW5ZXopWRqJZL5JpCXQG47Pq7-EvAelPC-gEgQhDeVlW2D6bopsPeSxM9x8W72SUXKs/s1600/WQ+EVALUATION.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="505" data-original-width="796" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz3vIFPiWdhbGzY1cLhTDif2i3pXc_1Wj_BFeLMwWG4yGF3yADNdyNF9X8JmpgohAwDGADiAkwsW5ZXopWRqJZL5JpCXQG47Pq7-EvAelPC-gEgQhDeVlW2D6bopsPeSxM9x8W72SUXKs/s1600/WQ+EVALUATION.png" /></a></div>
<div style="text-align: center;">
<br /></div>
Your writing will be assessed based on the following criteria. Make sure your work fulfill the criteria in order to gain the best score. The Scores are range of 0-3.<br />
<br />
<br />
<div style="text-align: center;">
<b><span style="color: red;">CONCLUSION</span></b></div>
<div style="text-align: center;">
You have finished your work. You have learned so much about some animals of the wildlife. You may be able to give information to your readers many things about savannah animals in Africa. You have enlarged your vocabulary and learned more about report text. Now that you have done this work successfully keep on going and don’t give up! It is show time now: share your work and keep on learning. You can be a reporter in the future.<br />
<br />
<br />
<span style="color: cyan;"><b><i>After doing the WebQuest and generating the report text please do the quiz below to complete the assignment</i></b></span><br />
<b><a href="https://docs.google.com/forms/d/e/1FAIpQLSeQn2g3k0XltiW3hQxg8JrO0Q5F_XfuzFUwbMgyoOwpMRScgA/viewform?usp=pp_url" target="_blank">QUIZ</a></b></div>
<br /></div>
<div dir="ltr" id="paragraph_vL4jc4lNX32" style="background-color: rgba(255, 255, 255, 0.9); max-height: 60px; padding: 0px;">
<span style="font-family: "tahoma" , sans-serif;"><span style="white-space: pre;"><br /></span></span></div>
Diah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.comtag:blogger.com,1999:blog-5046066271143814617.post-76441948408419802312014-12-21T23:52:00.000-08:002018-11-06T19:57:59.628-08:00Designing Offline WebQuest using PowerPoint Presentation<!--[if gte mso 9]><xml>
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<span style="font-family: "times new roman" , "serif";">Internet
for language learning provides many benefits such as providing intrinsic
motivation to students, giving authentic material resources, and improving
reading and writing skills. One of language learning program utilizing internet
is WebQuest. Webquest is mini-projects in which a large percentage of the input
and material is supplied from the internet. It is an inquiry lesson plan that
requires students to express, apply, and present information which they obtain
from internet. Webquest is potential for second language learning because as a
pedagogical strategy, it provides the students a chance to use the target
language in form of reading web pages which can develop students critical
thinking and writing production of task. Webquests is related to task-based
learning, as the students have to deal with amount of specific information on
the web and perform a task. The task is a piece of classroom work which
involves learners in comprehending, manipulating, producing or interacting in
the target language. In frame of task-based learning, webquest offers chances
to students to learn certain or integrated skill by completing the task.
Further, Stoks (2002) suggested that by engaging in a WebQuest students
increase their language comprehension and do problem solving through language
learning facilitated by WebQuest. In addition, it provides access to online
resources while scaffolding the learning process to encourage order thinking
and in some extent WebQuest brings together the most effective instructional practice
into one integrated learning activity. To gain the benefits of webquest for EFL
learners it is important to design appropriate Webquest to be applied in EFL
context.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span>WebQuest</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Dodge
first defined a WebQuest as “an inquiry-oriented activity in which some or all
of the information that learners interact with comes from resources on the
Internet” (1995:1). Webquest is a scaffolded learning structure which provide
authentic task and World Wide Web links to investigate for transforming
acquired information into more sophisticated understanding (March, 2003). It is
an inquiry-based learning activity that requires students to process, apply and
present information which they obtain from the web. </span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-themecolor: text1;">Webquests allow learners to engage in
activities that encourage social interaction and collaboration (learner-media,
learners-learners, learners-teacher) so they have opportunities for
communication (reading and writing) in the target language.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span>Components of
Webquest:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 19.6pt; mso-border-bottom-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-top: solid black 1.0pt; border: none; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Introduction</span></i><span lang="IN" style="font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">
</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
</td>
<td style="border-top: solid black 1.0pt; border: none; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To give </span><span lang="IN" style="color: black; font-family: "times new roman" , "serif";">background information on the topic
and reasons why the topic is worth investigating</span><span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Task</span></i></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To set the context through the steps required to
complete task</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">P</span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">rocess</span></i><span lang="IN" style="font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">
</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<br /></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To </span><span lang="IN" style="color: black; font-family: "times new roman" , "serif";">outline necessary steps to assist learners in accomplishing the
task. It guides the learners through a set of activities and research tasks
using a set of predefined resources</span><span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Resources</span></i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To provide online resources (in Process) in </span><span lang="IN" style="color: black; font-family: "times new roman" , "serif";">clickable form
which is active links to websites pre-selected by teacher within the task
document.</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Evaluation</span></i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To </span><span lang="IN" style="color: black; font-family: "times new roman" , "serif";">establish everything the criteria to evaluate the final task.
These criteria usually come in the form performance and language levels</span><span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">, where students can do self-assessment</span><span style="color: black; font-family: "times new roman" , "serif";"> </span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Conclusion</span></i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 370.2pt;" valign="top" width="494"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To </span><span lang="IN" style="color: black; font-family: "times new roman" , "serif";">summarize what students have learned from the Webquests and
encourages students to apply what they have learned in their local context</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">(Dodge,
1995)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Webquest
offers scaffolding to help learners complete the task independently. It refers
to the amount of help available to learners; tools that help language learners
move along in the process of learning and accomplish an assigned task. Dodge
categorizes the tasks on Webquest Taxonomy comprises retelling, compilation,
mystery, journalistic, design, creative product, consensus building,
persuasion, self-knowledge, analytical, judgment, and scientific.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Webquest and task-based learning</span></b><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">To
discuss about WebQuest and task-based learning it deals with
social-constructivism. Vygotsky (1978)<span style="mso-spacerun: yes;"> </span>develops
what Piaget suggests about environment influence in active learning process,
actually comprises social environments such as teacher, peers, media etc.<span style="mso-spacerun: yes;"> </span>He argues that learners need a help to
fulfill the ZPD (zone proximal development) for constructing new knowledge from
other which has more. The help is what Bruner calls ‘scaffolding’. It is an
instructional strategy which ensures that the learners take control of the
task.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Social
constructivism allows learner-centered learning, peers collaboration as well
learners-media, scaffolding. This enables language teachers to integrate
WebQuest in task-based learning. </span><span lang="IN" style="font-family: "times new roman" , "serif";">Task-based
learning is intended the learners use their real life needs and activities as
learning experiences.</span><span lang="IN" style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"> </span><span lang="IN" style="font-family: "times new roman" , "serif";">The
task is an activity that may have specified objective undertaken as part of an
educational course or at work. In other words by completing the tasks the
learners are hoped to be able to do the real-world task successfully in certain
context.</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Another
reason for the integration is that </span><span lang="IN" style="font-family: "times new roman" , "serif";">students have to deal with amount of specific
information on the web and perform a task</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">. The task of Webquest require the task types: problem
solving and decision making as well involves multiple skills and subskills,
such as reading a passage for comprehension and then doing something with the
information that has been read, for making a decision or<span style="mso-spacerun: yes;"> </span>solving a problem. WebQuest<span style="mso-spacerun: yes;"> </span>provides Internet which contains instant L2
input (not just written text, but also multimedia that could help develop
multiple skills). </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-pagination: widow-orphan; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">The design of Savannah Safari WebQuest </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Before
designing the webquest a teacher should pay attention to procedures and some
principles:</span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Steps for
designing webquest:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Selecting topic, goal and task (they must be
appropriate for webquest)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Finding the resources (make sure they are hot link)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Outlining the steps of the process (scaffolding)
including URL list </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Formulating the evaluation </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Creating the slide presentation</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Testing and revising before implementing to students</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Principles
to be applied in the design of a WebQuest for L2 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Promoting the significant use of the L2, by using
authentic materials from the Web.</span></div>
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<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Considering to the level of linguistic knowledge of
the students, especially in Task and Process. </span></div>
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<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Stating goals clearly and designing the task to attain
those goals.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; mso-pagination: widow-orphan; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Giving significant and communicative of language in
the task.</span></div>
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<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">compiling the Process abundant scaffolding,
appropriate to the students’ needs including a language workshop, with all sort
of activities to help students learn, and some support and guides to carry out
the task, such as dictionary.</span></div>
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<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Integrating into the syllabus as a continuity or part
of another unit or activity.</span></div>
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<span style="mso-ansi-language: EN-US; mso-fareast-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Planning it to practice the language skills that we
want students to improve. </span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">(Pérez
Torres, 2006)</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Making slides presentation</span></b></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">The
powerful tool used in a webquest is hyperlinks. Hyperlink can deliver many
authentic materials in quick and simple way. This is provided by PowerPoint
Presentation. The slides presentation substitute the website without losing the
content of learning. Each slide present each step or stage of webquest
activities. While the hyperlinks applied to link each of them.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 1</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Open a new presentation in PowerPoint. Create your
title on the Title slide.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 2</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Click “New Slide” on the Home tab, which will bring up
a new slide with a list of bullet points. Click on the top part of the slide to
title the slide "Introduction." Click on the “Click to Add Text”
section. Introduce your WebQuest on this slide. If you do not wish to include
bullets, click on the drop-down arrow on the Bullets icon in the Home tab and
select “None.”</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 3</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Insert another new slide. Follow the same procedure as
Step 2, except title this slide "Task." Lay out the overall goal of
the project and the individual assignments for each member of the team on this
slide.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 4</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Insert another new slide. Title this slide
"Process." Explain the procedure and provide hyperlinks to resources
for each student’s role in the project. As this slide may be lengthy, a list of
bullet points may be appropriate. Click on the Bullets icon on the Home tab and
a list will appear. Type your text.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 5</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Insert as many slides as you need. Remember, each
student team member should have a separate page for his resources.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 6</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Insert an evaluation page, usually a rubric. Click the
"Insert" tab and choose "Table" from the Tables group.
Notice the Table Tools tab that appears; from there you can customize your
table as you like. Fill in the rubric with your expectations for each part of
the project.</span></div>
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<span class="stepnum"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";">Step 7</span></i></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif";"></span></i></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt;">Click the "Insert" tab and choose “Action”
in the Links group. Click the “Mouse Click” tab and choose the “Hyperlink to”
radio button. Pull down the arrow. Choose the appropriate action. To link to a
specific slide, as you will need to do in the Process slide, choose “Slide…”
from the drop-down menu where you will see all your slides by name.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 9.0pt;">(http://smallbusiness.chron.com/make-links-live-powerpoint-40396.html)</span></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Following
the design of Webquest which </span><span lang="IN" style="font-family: "times new roman" , "serif";">follows
the model introduced by Dodge (1995) and </span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">has been </span><span lang="IN" style="font-family: "times new roman" , "serif";">developed
from Rice and Fish (2000)</span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">, regarding Perez’s Principles.</span></div>
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<br /></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Home/Menu</span></i></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">The slide provides the links
to be clicked to run the webquest.</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Introduction<span style="mso-bidi-font-style: italic;"> </span></span></i></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-bidi-font-style: italic;">It
sets the background information which involves scenario. It tells the role of
the students in this task that is a reporter. They will have a job to make a
report. This is real-life, and the topic has correlation with other subject
which the students learn, Biology.</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Task</span></i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-bidi-font-style: italic;"></span></div>
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<span lang="IN" style="font-family: "times new roman" , "serif";">The task </span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">informs
the assignment to write a report text of a savannah animal and the steps to do
the task. It also suggests them how to do the job collaboratively. It is
retelling task of webquest taxonomy.</span></div>
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<i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Process</span></i></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">It provides the steps to be
followed and scaffolding to make the learners independent ( Dodge, 2001;
Gibbons, 2002)). The scaffolding covers online resources for them gaining the
information, language workshop and dictionary which are hyperlinked. </span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;"><span style="mso-bidi-font-style: italic;"></span></span></div>
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<i><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Evaluation</span></i></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">The form of assessment is in
a rubric which will guide the students to do self-assessment. The rubrics
elaborates the assessment criteria which has been developed from David Rose
(2008) and Pauline Gibbons (2006). The assessment only assesses to the written
product.</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Conclusion</span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">It summarizes what learners
accomplish by completing the task. They will have known more about savannah
animals and how to write a report text.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">However there may emerge some problems in designing
WebQuests such as </span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">time-consuming to make, few pre-existing WebQuests for
adult learners / language learning, sources go out of date, problems with
technology/access to computers. So, the teacher should plan and prepare it
well, and always observe to the guidance for designing Webquest.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-autospace: ideograph-numeric ideograph-other;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">Application</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: EN-US;">The
design has been applied in a small class of second grade of a senior high
school. The students actually have ever studied about report text in first
grade, however they claimed that they are lack of understanding about it. They
do the webquest during<span style="mso-spacerun: yes;"> </span>2 times of lesson
hour. Through the observation they show that they are more motivated. Webquest
also makes students’ collaboration in their way of comprehending in reading the
resources texts and in constructing the assignment text. While in their way of
constructing text, it is observed that the students get into thinking process
such as analyzing and synthesizing the information from resources to be used
for writing.</span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 0cm; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "times new roman" , "serif"; mso-themecolor: text1;">References</span></b></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -35.45pt;">
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">Dodge,
B. (1995). "<i style="mso-bidi-font-style: normal;">Some thoughts about
WebQuests</i>". <u>http://webquest.sdsu.edu/about_webquests.html</u></span><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; font-family: "times new roman" , "serif"; font-size: 10.0pt;">Rice, P & Fish,
H. 2000. <i style="mso-bidi-font-style: normal;">Safannah Safari Webquest.</i> </span><span lang="IN"><a href="http://www.bangorschools.net.html/"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">http://www.bangorschools.net.html</span></a></span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 10.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; text-indent: -35.45pt;">
<span style="color: black; font-size: 10.0pt;">Stoks, Ge. (2002). <i style="mso-bidi-font-style: normal;">WebQuest: Task-based learning in a digital environment</i>.<i>
Babylonia, 3.</i> from </span><a href="http://www.babylonia-ti.ch/BABY102/geen.htm" target="_blank"><span style="color: black; font-size: 10.0pt;">http://www.babylonia-ti.ch/BABY102/geen.htm
</span></a><span style="color: black; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; text-indent: -35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 10.0pt;">Vygotsky, L.S. 1978. <i style="mso-bidi-font-style: normal;">Mind and Society: The development of higher psychological processes</i>.
Cambridge: MA; Harvard University Press.</span></div>
Diah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.comtag:blogger.com,1999:blog-5046066271143814617.post-46589933023070482972014-11-27T21:52:00.000-08:002018-11-06T19:58:16.313-08:00(Apa) Susahnya Menjadi Guru <span style="color: #3d85c6; font-size: x-large;">Menjadi Guru (Apa Susahnya?)</span><br />
<span style="color: #3d85c6;"><br /></span>
<span style="color: #3d85c6; font-size: large;">Diahfakhma</span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<span style="color: #3d85c6;">09 Oct 2012 | 20:37</span><br />
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Akhir-akhir
ini profesi guru menjadi sorotan dan menjadi bahan perbincangan orang, terutama
semenjak adanya tunjangan profesi yang besarnya sering membuat profesi lain
(terutama yang belum diakui keprofesiannya oleh pemerintah) iri. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></span></div>
<span style="color: #3d85c6;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<span style="color: #3d85c6;"><b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Saat
ini profesi guru menjadi incaran para muda. Fakultas keguruan dan pendidikan
menjadi laris manis diminati para mahasiswa baru. Hal ini berbeda dengan 20
tahun yang lalu dimana guru lebih sering tidak diminati. Padahal di jaman itu
Guru sangat dihormati, ditempatkan pada posisi yang tinggi sehingga jarang
dinilai miring oleh masyarakat. Sebaliknya di jaman sekarang banyak penilaian
miring atau negative tentang guru. Terutama ketika media menyiarkan
berita-berita kriminal yang terkait dengan pendidikan. Misalnya, tawuran, nilai
dan jumlah kelulusan yang kecil, perilaku menyimpang oknum guru sampai kebijakan
sekolah tentang pungutan sekolah, buku ajar yang tidak sesuai dengan karakter
atau tingkat pendidikan. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></span></div>
<span style="color: #3d85c6;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Ketika
semua peristiwa terebut terjadi banyak yang mempertanyakan bagaimana guru
menjalankan profesinya? Kenapa peristiwa-peristiwa tersebut terjadi? apa
saja yang dilakukan guru? Apa susahnya menjadi guru? </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Mungkin
ada yang bilang menjadi guru itu mudah. Ada juga yang mungkin mengatakan susah
menjadi guru. Berikut ini ada beberapa cerita tentang kegiatan seorang guru
dalam melaksanakan kewajiban dia sebagai guru. Beberapa pengalaman yang
dijalani seorang guru dalam memenuhi kewajibannya sebagai pengajar dan
pendidik.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Sebelum program
semester dimulai seorang guru harus membuat segala perencanaan pengajaran.
Yaitu meliputi pembuatan RPP atau lesson plan, materi ajar, bahan latihan
sampai bahan evaluasi. Selain itu juga menyusun Silabus, program semester
(berapa kali pertemuan termasuk pengajaran, quiz/ulangan, materi) rencana
harian (jadwal per tanggal per kelas yang diampu selama satu/dua semester). Semua
disusun sebelum tahun ajaran dimulai. Ketika tahun ajaran mulai, sebelum
masuk kelas mengajar guru mesti juga menyiapkan bahan-bahan yang akan
ditampilkan pada hari H nya dia mengajar. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Misalnya seorang guru
bahasa Inggris, ketika pada hari Senin dia harus mengajar di kelas 7 untuk
ketrampilan listening maka minimal sehari sebelumnya dia harus menyiapkan bahan
yang akan diperdengarkan ke siswanya. Disini guru mesti browsing kalau tidak
punya audio file yang sesuai dengan tujuan pembelajaran. Hal ini juga tidak
mudah karena untuk memilih materi ajar guru tidak boleh asal ambil dari
internet. Harus diperhatikan materi tersebut sesuai dengan kompetensi yang
dituntut (kurikulum) dan kontennya juga sesuai dengan budaya kita dan karakter
yang kita tanamkan. Belum materi-materi lain yang juga harus disiapkan untuk
bahan latihannya. Bersamaan dengan itu guru juga harus mempersiapkan metode apa
yang akan dia pakai untuk mengajarkan materi tersebut. Itu baru untuk satu
kelas, belum lagi kalau pada satu hari itu dia juga mengajar kelas dengan
tingkat yang beda. Begitu seterusnya sampai tiba masa evaluasi, dimana guru
harus mempersiapkan alat evaluasi yang juga sesuai dengan tujuan pembelajaran
(SK/KD) dan memberi analisa serta hasil akhir pembelajaran. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Diluar
tugas rutin mengajar seorang guru juga kadang ‘mengurusi’ anak-anaknya di
sekolah. Misalnya guru yang juga merangkap menjadi wali kelas. Tugas wali kelas
tidak hanya mengurusi siswanya ketika tiba saatnya pembagian raport. Segala
kejadian yang dianggap tidak wajar terjadi pada siswa di sekolah (bahkan kadang
di luar sekolah juga) menjadi hal yang harus diurus oleh guru. Misalnya, siswa
malas dan tidak semangat belajar, adanya gap diantara kelompok siswa di kelas
sampai masalah keluarga siswa. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Ketika
terjadi masalah-masalah diatas, guru merupakan sandaran siswa. Bagaimana guru
menanggapi segala permasalahan yang terjadi akan mempengaruhi siswa dalam
menyelesaikan masalah. Ketika guru cuek dan tidak menangani masalah tersebut
maka siswa akan mencari hal lain untuk pengalihan masalah yang tidak bisa
mereka pecahkan. Di sini mungkin salah satu celah kenapa beberapa masalah
kriminal seperti tawuran yang dilakukan siswa dituding sebagai akibat lalainya
sekolah dalam mendidik siswanya. Logikanya ketika guru mempunyai ruang untuk
berdialog dengan siswa yang mempunyai masalah dalam berkomunikasi / pergaulan,
guru bisa memberikan pendidikan karakter kepada mereka, misalnya bagaimana
mengatasi rasa sakit hati dengan teman. Sehingga siswa tahu apa yang harus
mereka lakukan ketika hal itu terjadi. Sebenarnya hal ini tidak hanya bisa
dilakukan oleh guru wali kelas saja. Semua guru bisa melakukannya kalau saja
dia mau perduli dan bersosialisasi (berteman) dengan siswanya, sehingga tidak
ada jarak antara guru dengan siswa. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Disinilah
letak kependidikan guru terhadap siswa.Pekerjaan lain seorang guru adalah
menyiapkan segala urusan administrasinya. Ternyata profesi guru tidak sama
dengan profesi-profesi lain seperti dokter atau insinyur. Para dokter dan
insinyur mempunyai asisten dalam melaksanakan pekerjaan mereka. Ketika akan
memeriksa atau mengoperasi pasien, dokter tidak perlu memeriksa tensi, berat
badan atau menyiapkan alat-alat yang akan dipakai. Semua sudah disiapkan oleh
paramedis. Begitu juga insinyur, arsitek misalnya. Ketika merencanakan
pembangunan sebuah gedung dia mempunyai tim yang anggotanya bertugas menggambar
desain, menghitung RAB, sampai tukang yang akan mewujudkan tegaknya bangunan
tersebut. Sementara guru sebagai seorang profesional dia harus menyiapkan
segalanya sendiri, mulai dari mengetik materi ajar, memasang projector bahkan
mencari spidol ketika di dalam kelas tidak tersedia (-disini harus dipahami
siswa ibarat pasien yang memerlukan pelayanan guru, sehingga tidak semestinya
siswa disuruh-suruh guru untuk mencari spidol atau mencatatkn materi di papan
tulis). </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Selain
itu untuk memperkuat keprofesionalannya guru juga harus selalu mengembangkan
potensi dirinya, misalnya dengan mengikuti seminar, workshop, membuat tulisan
juga penelitian. Semua itu dilakukan dalam rangka meningkatkan kompetensi
supaya tidak ketinggalan jaman. Apalagi guru berurusan dengan remaja/pemuda
generasi bangsa yang hidup sesuai dengan jamannya. Apa yang diketahui atau
digemari siswa juga harus diketahui guru. Apa jadinya kalau guru tidak
mengetahui apa-apa yang berkembang di dunia yang justru sangat dikenal oleh
siswa? Siswa akan meremehkan guru dan malas untuk ‘berguru’ kepada gurunya.
Apalagi tugas guru menyiapkan ketrampilan hidup bagi siswanya untuk bisa
berkembang di masa yang akan datang setelah mereka selesai sekolah. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Untuk
bisa memenuhi semua kompetensi tersebut diatas bisa terbayang apa saja yang
harus dilakukan guru. Guru harus ‘melek’ teknologi alias tidak gaptek. Karena
dengan teknologi guru bisa mengetahui banyak hal secara mudah. Sementara justru
hal ini yang tidak dikuasai oleh banyak guru. Belum lagi tidak tersedianya
waktu luang yang mencukupi untuk bisa melakoni semuanya. Ketika dalam seminggu
dia mengajar plus kegiatan persiapan dan lain-lain selama 6 hari guru juga
harus meluangkan waktu dan pikiran untuk melakukan penelitian atau sekedar
menulis artikel atau buku. Bisa terbayang bagaimana guru harus membagi waktu
dan pikiran untuk semua itu?</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Belum
lagi peran ganda yang juga dilakoni guru. Di luar sekolah, seorang guru juga
berperan sebagai kepala keluarga atau ibu rumah tangga. Masing-masing mempunyai
tugas yang tidak kalah penting dan berat dengan tugas mereka sebagai guru. Di
rumah mereka harus bisa menyelesaikan segala tugas-tugasnya termasuk mendidik
anak-anak biologis mereka. Ironis rasanya kalau seorang guru berhasil mendidik
anak orang lain di sekolah sementara anak-anak mereka terlantar. Jadi mereka
harus bisa berbagi waktu dan pekerjaan antara tugas-tugas di sekolah dan di
rumah. Sementara tugas-tugas sekolah sering tidak bisa selesai dikerjakan di
sekolah saja, sementara tidak ada tugas rumah yang bisa dikerjakan di sekolah. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: justify; text-autospace: ideograph-numeric ideograph-other; text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Selain
itu, kenyataan bahawa seorang guru adalah juga warga masyarakat yang otomatis
dia mengemban kewajiban sebagai anggota masyarakat yang harus bersosialisasi,
juga bergotong royong dalam menyelesaikan permasalahan sekitar. Disini guru
juga harus berperan. Bahkan karena profesinya sebagai guru dia sering dianggap
‘suci’ oleh masyarakat. Sedikit salah saja dalam kehidupan pribadinya, ada saja
tudingan seperti ‘guru kok kayak begitu’. </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #3d85c6; font-family: "calligraph421 bt"; font-size: 18.0pt;">Itulah
dinamika kehidupan seorang guru.Setelah melihat pekerjaan apa saja yang
dijalani seorang guru, mungkin ada yang akan mengatakan ‘oh ternyata repot juga
yang jadi guru’, ‘wah ribet amat jadi guru’, atau mungkin bisa juga mengatakan
‘alah ternyata begitu aja kerjaan guru’. Semoga tulisan ini bisa memberikan
inspirasi bagi guru yang belum maksimal dalam menjalani profesinya, atau
memberikan semangat bagi guru yang mungkin merasa telah lebih banyak berbuat
dari apa yang tertulis diatas dalam mengerjakan tugas-tugasnya sebagai guru.
Semoga semangat memperbaiki generasi bangsa selalu ada pada semua guru di
Indonesia</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calligraph421 bt"; font-size: 12.0pt;"></span></b></div>
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<![endif]-->Diah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.comtag:blogger.com,1999:blog-5046066271143814617.post-45100105239126909592014-11-27T21:41:00.000-08:002018-11-06T20:00:47.040-08:00writing Classroom using Webquests<br />
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<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt"; font-size: 16.0pt; line-height: 150%;">Engaging WebQuest in EFL Writing Classroom</span></b><b><span style="font-family: "calligraph421 bt"; font-size: 16.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">Diah Fakhmawati<br />
Madrasah Muallimaat Muhammadiyah<br />
Jogjakarta</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"> Introduction</span></b><b><span style="font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Writing is learned not taught (student-centered)
(Hyland, 2002) </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Socio-constructivist learning (Vygotsky, 1978)</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Environment: learner-centred, authentic,
social interaction opportunity, and scaffolding (Simina-Hamel, 2005). </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Computer Assisted Language Learning (CALL) by
engaging internet</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">WebQuest: authentic resources for reading,
elicits interaction in completing collaborative task, and encourages output to
produce final task (Perez-Torres, 2005, Hamel, 2006). </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"> Why WebQuest?</span></b><b><span style="font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Socio-Constructivism</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">learners construct the knowledge by collecting
and organizing information with scaffolding to accomplish a modeled on adult
professions task, </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Second Language Acquisition</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">learners receive input of aural and written
information (group discussion & L2 reading), interact to negotiate meaning (modifying
input & output), & generate output written production, </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Motivation Improvement (March, 2003) </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">authentic (real-world) task & authentic
materials of target language, interdependently & collaboratively work,
authentic assessment</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Thinking Process Development </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">skimming and scanning the reading (Gitsaki
& Taylor, 2001), evaluating the collected information & synthesizing it
(McPherson & Murray, 2004). </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">Collaboration Encouragement </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="color: purple; font-family: "calligraph421 bt";">comprehending and co-construct knowledge while
reading Swain et.al. (2002). constructing composition, collaborative writing
task requires the students to work collaboratively in constructing ideas and
language to produce the writing (Storch, 2001). </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"> WebQuest</span></b><b><span style="font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">“an inquiry oriented activity in which some or all of the
information that learners interact with comes from resources on the Internet” (Dodge,
1997).</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">“a scaffolded learning structure that uses links to essential
resources on the World Wide Web and an authentic task to motivate students'
investigation of an open-ended question, development of individual expertise,
and participation in a group process that transforms newly acquired information
into a more sophisticated understanding.” (March, 205), </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"><br />
</span><span style="color: purple; font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"> <b>Components of WebQuest</b></span><b><span style="font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";">Introduction </span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> To give background
information on the topic and reasons to investigate</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";">Task </span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> To set the context
through the steps required to complete task</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";">Process </span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-indent: -7.1pt;">
<span style="color: purple; font-family: "calligraph421 bt";"> To outline necessary
steps to assist learners in accomplishing the task. A set of activities
and resources links</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";">Evaluation </span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> To establish the
criteria to evaluate the final task, in the form performance and language levels,
where students can do self-assessment</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";">Conclusion </span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> To summarize what
students have learned from the Webquests and encourages students to apply what
they have learned in their local context </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"><br />
</span><b><span style="color: purple; font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;">WebQuest for a Report Text</span></b><b><span style="font-family: "calligraph421 bt"; font-size: 14.0pt; line-height: 150%;"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> <b>Increasing
Motivation</b></span><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> </span><span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Motivated and encouraged Ss doing ‘real’ and useful activities
(reading web, learning writing online, collaborative writing )</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Browsed online resources, excited for the relevant topic provided
in pre-selected web resources </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Motivated them to learn all about report including the steps how
to write a report text in tutorial page</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";"> Encouraging
Collaboration</span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">peer-peer dialogues
existing in writing or reading activities discussing what they have known
previously to have knowledge better</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Worked collaboratively in prewriting especially comprehending the
content of the reading.</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Composed collaboratively the writing by constructing sentences
and suggesting choice of words before typing on the computer</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">Discussed the content In editing by rechecking to the resources,
the grammar and the spelling (dictionary, Proofing tool)</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<b><span style="color: purple; font-family: "calligraph421 bt";"> Developing Thinking
Process</span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"> opportunity for <u style="text-underline: single;">skimming, scanning and
synthesizing information and to learn new words </u></span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">systematized-design of web text by subheading forced the students
to identify the information by skimming and scanning the reading to make the
questing information. </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">they did evaluating to judge from which sites they would take the
information regarding all sites give almost same information about the topic. </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><span style="color: purple; font-family: "calligraph421 bt";">They synthesized the collected information to be resources for
the writing. </span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";"><br />
<b> Application</b></span><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><b><span style="color: purple; font-family: "calligraph421 bt";">Online Mode</span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">•Computer laboratory</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">•One/limited computer</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple;"></span><b><span style="color: purple; font-family: "calligraph421 bt";">Offline Mode</span></b><b><span style="font-family: "calligraph421 bt";"></span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">•No computer</span><span style="font-family: "calligraph421 bt";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: purple; font-family: "calligraph421 bt";">•One/full computer</span><span style="font-family: "calligraph421 bt";"></span></div>
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" 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" 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Diah Fakhmahttp://www.blogger.com/profile/05046855185045225443noreply@blogger.com