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 <title>DWRL Lesson Plans - Patrick Shulz</title>
 <link>https://lessonplans.dwrl.utexas.edu/plan-author/patrick-shulz</link>
 <description></description>
 <language>en</language>
<item>
 <title>Mind mapping paper 3</title>
 <link>https://lessonplans.dwrl.utexas.edu/content/mind-mapping-paper-3</link>
 <description>&lt;div class=&quot;field field-name-field-author field-type-taxonomy-term-reference field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Author:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/plan-author/patrick-shulz&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Patrick Shulz&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-lpimage field-type-image field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://lessonplans.dwrl.utexas.edu/sites/default/files/Guru_Mindmap.jpg&quot; width=&quot;400&quot; height=&quot;281&quot; alt=&quot;&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-imcred field-type-text-long field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Image Credit:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;&quot;Guru Mindmap&quot;. Licensed under CC BY-SA 3.0 via Wikimedia Commons - &lt;a href=&quot;http://commons.wikimedia.org/wiki/File:Guru_Mindmap.jpg#/media/File:Guru_Mindmap.jpg&quot;&gt;http://commons.wikimedia.org/wiki/File:Guru_Mindmap.jpg#/media/File:Guru_Mindmap.jpg&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-overview field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Brief Assignment Overview:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Students brainstorm and outline an persuasive essay using free online mind mapping tools.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt; Type of Assignment:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/assignment-type/class-exercise&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;In-class Exercise&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/taxonomy/term/46&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Homework Assignment&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-length field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Assignment Length:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/51&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Single Class Period&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-rhetoric field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Rhetoric:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/arrangement&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Arrangement&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/invention&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Invention&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-writing field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Writing:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/invention&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Invention&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/organization&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Organization&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/pre-writing&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Pre-Writing&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-digital- field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Digital Literacy:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/open-access-software&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Open Access Software&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/visualization&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Visualization&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-mediareqs field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Media Requirements:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/63&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Adaptable For Use Without Classroom Technology&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-materials field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Required Materials:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Students need internet access and a word processing software.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-timeline field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Timeline for Optimal Use:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/59&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Late in the Semester&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-description field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Full Assignment Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Students use the online mind mapping tool Mindmup (&lt;a href=&quot;https://www.mindmup.com&quot;&gt;https://www.mindmup.com&lt;/a&gt;) to brainstorm ideas for their persuasive essay. Mindmup is free and easy to use (from their website: &quot;MindMup is a free, &lt;a href=&quot;http://github.com/mindmup&quot; target=&quot;_blank&quot; data-category=&quot;About&quot; data-event-type=&quot;(Intro) Source Code&quot;&gt;opensource&lt;/a&gt;, online mindmapping canvas. Our aim is to build the most productive mind map system online.&quot;). Students save and share their work on their Google Drive or save it as a PDF.&lt;/p&gt;&lt;p&gt;An additional worksheet on &quot;Inventing arguments&quot; helps them come up with ideas.&lt;/p&gt;&lt;p&gt;They then use the mindmap to develop an outline for their paper.&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-preparation field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Suggestions for Instructor Preparation:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Print out instruction, familiairize with mindmup web site.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-istructions field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Instructions For Students:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Preparing for paper 3: Mind maps&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Create a mind map outlining your paper 3.1. &lt;/font&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Instructions:&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;1. Go to &lt;a href=&quot;https://www.mindmup.com&quot;&gt;https://www.mindmup.com&lt;/a&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot;&gt;&lt;font size=&quot;3&quot;&gt;2. Create a new mind map, either public or on your Google Drive (comes with &lt;/font&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/font&gt;&lt;/span&gt;&lt;font size=&quot;3&quot;&gt;UTMail). &lt;/font&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;3. Put your claim in the first bubble.&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot;&gt;&lt;font size=&quot;3&quot;&gt;4. Draw a mind map that outlines your paper. Right click to select a box. Hit “Tab” or right click ‘– add child” to add boxes. &lt;/font&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;5. You need to include at least:&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&lt;font face=&quot;Times New Roman&quot;&gt;&lt;br&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;Venue and Audience&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt; text-indent: 0.5in;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Reasons to believe&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt; text-indent: 0.5in;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Reasons to trust&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt; text-indent: 0.5in;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Reasons to feel&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Evidence you will use&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&lt;font face=&quot;Times New Roman&quot;&gt;&lt;/font&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;6. When you run out of ideas, use the “Developing arguments”-worksheet (attached) to come up with more material. &lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;font face=&quot;Cambria&quot;&gt;&lt;font size=&quot;3&quot;&gt;7. Once you are done, &lt;br&gt;&lt;/font&gt;&lt;font size=&quot;3&quot;&gt; - add your &lt;/font&gt;&lt;/font&gt;&lt;font face=&quot;Cambria&quot;&gt;&lt;font size=&quot;3&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;name &lt;/b&gt;&lt;br&gt;&lt;/font&gt;&lt;font size=&quot;3&quot;&gt; - save as .pdf and print out (File – Print)*&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot;&gt;&lt;font size=&quot;3&quot;&gt;*If Mindmup returns an error, just try again – the second attempt seems to work usually.&lt;/font&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp; &lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;8. How do you put these ideas together into a coherent paper?&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;Create an outline:&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;-----------------------------------------&lt;/font&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;Inventing Arguments&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;Name: _____________________________&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;State your principal claim. Invent at least one reason in each of the six categories given below. You can read up on these in your &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Controversies&lt;/i&gt; textbook, pgs. 121-132. &lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;table style=&quot;border: currentColor; border-image: none; border-collapse: collapse; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 5.4pt 0in 5.4pt;&quot; border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-irow: 0; mso-yfti-firstrow: yes;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;padding: 0in 5.4pt; border: 1.5pt double windowtext; border-image: none; width: 455.4pt; background-color: transparent;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Principal Claim:&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: double windowtext 1.5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Induction:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Analogy:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Difference:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Correlation:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Definition:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6; mso-yfti-lastrow: yes;&quot;&gt;&lt;td width=&quot;607&quot; valign=&quot;top&quot; style=&quot;border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: #000000 windowtext windowtext; padding: 0in 5.4pt; border-image: none; width: 455.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;&quot;&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;Causation:&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;p style=&quot;margin: 0in 0in 0pt; line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&lt;font size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;font face=&quot;Times New Roman&quot; size=&quot;3&quot;&gt; &lt;/font&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#039;Cambria&#039;,serif; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-resources field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Additional Resources:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font face=&quot;Cambria&quot; size=&quot;3&quot;&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-coursetype field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Type:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/course-type/introductory-writing-course&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Introductory Writing Course&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-course field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;h2&gt;RHE 306: Rhetoric and Writing&lt;/h2&gt;&lt;p&gt;This course is grounded in the rhetorical analysis of &quot;controversies,&quot; broadly defined. It is divided into three units, each one requiring some sort of outside research. The first two units are devoted to rhetorical analysis; they are mostly descriptive and allow students to become familiar with what is being said and how. The third unit is devoted to advocacy; having become familiar with the controversy, students now take a position within it and produce an informed argument for that position.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-lptags field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Tags:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/tags/mind-map&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Mind map&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul class=&quot;links inline&quot;&gt;&lt;li class=&quot;addtoany first last&quot;&gt;&lt;span&gt;&lt;span class=&quot;a2a_kit a2a_target addtoany_list&quot; id=&quot;da2a_1&quot;&gt;
      
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 <pubDate>Wed, 29 Apr 2015 17:36:05 +0000</pubDate>
 <dc:creator>Schultz</dc:creator>
 <guid isPermaLink="false">187 at https://lessonplans.dwrl.utexas.edu</guid>
 <comments>https://lessonplans.dwrl.utexas.edu/content/mind-mapping-paper-3#comments</comments>
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<item>
 <title>Teaching Credibility with Twitter</title>
 <link>https://lessonplans.dwrl.utexas.edu/content/teaching-credibility-twitter</link>
 <description>&lt;div class=&quot;field field-name-field-author field-type-taxonomy-term-reference field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Author:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/plan-author/patrick-shulz&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Patrick Shulz&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-lpimage field-type-image field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://lessonplans.dwrl.utexas.edu/sites/default/files/10073432733_86c9f55212_c.jpg&quot; width=&quot;500&quot; height=&quot;332&quot; alt=&quot;&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-imcred field-type-text-long field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Image Credit:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Twitter&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-overview field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Brief Assignment Overview:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Introducing the concept of credibility by analyzing tweets.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt; Type of Assignment:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/47&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Class Discussion&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-length field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Assignment Length:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/52&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Partial Class Period&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-rhetoric field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Rhetoric:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/ethos&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Ethos&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/rhetorical-analysis&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Rhetorical Analysis&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-literatu field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Literature:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-literature/close-reading&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Close Reading&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-writing field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Writing:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/research&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Research&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-digital- field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Digital Literacy:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/multimedia&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Multimedia&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/social-media&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Social Media&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-mediareqs field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Media Requirements:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/63&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Adaptable For Use Without Classroom Technology&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-materials field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Required Materials:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Twitter&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-timeline field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Timeline for Optimal Use:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/57&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Early in the Semester&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-description field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Full Assignment Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;This in-class exercise/discussion gets students to think about author credibility. It familiarizes them with concepts and terminology they will need 1) when researching and writing papers and 2) for rhetorical analysis.This lesson plan is based on a paper studying the credibility of Twitter users (&quot;Tweeting is believing?&quot;, available online: &lt;a href=&quot;http://research.microsoft.com/pubs/155374/tweet_credibility_cscw2012.pdf&quot;&gt;http://research.microsoft.com/pubs/155374/tweet_credibility_cscw2012.pdf&lt;/a&gt;). In this study, participants rate the credibility of tweets such as the following:&lt;/p&gt;&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; width=&quot;310&quot; height=&quot;239&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;First step:&lt;/strong&gt; To start things off, students rate the credibility of these tweets (or bring your own). They then come up with criteria that influenced their ratings.&lt;/p&gt;&lt;p&gt;In the study, among the most important indicators of credibility are:&lt;br&gt;1) &quot;verified author topic expertise&quot;, &quot;author often tweets on topic&quot;, &lt;br&gt;2) &quot;personal photo as user image&quot;, &quot;credible user name&quot;&lt;br&gt;3) &quot;non-standard grammar/punctuation&quot;.&lt;br&gt;4) &quot;is a RT [retweet] from someone you trust&quot;&lt;/p&gt;&lt;p&gt;The students will come up with similar criteria. To illustrate, teachers can then show made-up tweets such as:&lt;br&gt;&lt;br&gt;@SillyKitty95&lt;br&gt;There is life on Mars.&lt;br&gt;v.&lt;br&gt;@NASA&lt;br&gt;There is life on Mars.&lt;br&gt;v. &lt;br&gt;@SillyKitty95&lt;br&gt;RT @NASA: There is life on Mars. &lt;br&gt;v.&lt;br&gt;@NASA&lt;br&gt;There is life on Mars ;).&lt;br&gt;v. &lt;br&gt;@NASA&lt;br&gt;Their&#039;s life on Mars.&lt;/p&gt;&lt;p&gt;For each example, students discuss which feature affects the tweet&#039;s credibility in what way. &lt;br&gt;&lt;strong&gt;Second step:&lt;/strong&gt; The point, obviously, is then to point out how these criteria apply to TV news, newspaper editorials, books, research articles, and other publications that students work with every day. Since a lot of students work with newspaper editorials in RHE 306, I try to make it explicit for that genre: What is the equivalent to a credible user name? How do we assess &quot;verified author topic expertise&quot; in this context? Can we find out whether the author often &quot;tweets&quot; about this topic? What is the newspaper equivalent to a retweet? A short discussion of differences (edited content v. social media) could/should/might follow.&lt;br&gt;As a &lt;strong&gt;third step&lt;/strong&gt;, students should try to apply these ideas to their own writing. Some, such as &quot;non-standard grammar&quot;, will be obvious. But what are other ways of improving credibility? They might discuss how to signal author expertise (e.g. by citing external research), how to present a &quot;personal photo&quot; in writing (e.g. discussing personal experience and background) and how the use of non-standard grammar/punctuation will affect their credibility. &lt;br&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-preparation field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Suggestions for Instructor Preparation:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Read the paper. Bring some tweets to class, made-up or real. Any part of the paper may be used in class: &quot;Permission to make digital or hard copies of all or part of this work for personal or classroom use is granted without fee provided that copies are not made or distributed for profit or commercial advantage and that copiesbear this notice and the full citation on the first page.&quot;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-istructions field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Instructions For Students:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;See above.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-evaluation field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Evaluation Suggestions:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;No evaluation.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-coursetype field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Type:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/course-type/introductory-writing-course&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Introductory Writing Course&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-course field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;RHE 306. &lt;strong&gt;Rhetoric and Writing&lt;/strong&gt;&lt;br&gt; An introductory writing course that includes instruction in practical reasoning and the principles of rhetoric.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul class=&quot;links inline&quot;&gt;&lt;li class=&quot;addtoany first last&quot;&gt;&lt;span&gt;&lt;span class=&quot;a2a_kit a2a_target addtoany_list&quot; id=&quot;da2a_2&quot;&gt;
      
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    &lt;/span&gt;
    &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</description>
 <pubDate>Sun, 28 Sep 2014 23:48:25 +0000</pubDate>
 <dc:creator>Schultz</dc:creator>
 <guid isPermaLink="false">166 at https://lessonplans.dwrl.utexas.edu</guid>
 <comments>https://lessonplans.dwrl.utexas.edu/content/teaching-credibility-twitter#comments</comments>
</item>
<item>
 <title>Composing Tutorials for Navigating Databases</title>
 <link>https://lessonplans.dwrl.utexas.edu/content/composing-tutorials-navigating-databases</link>
 <description>&lt;div class=&quot;field field-name-field-author field-type-taxonomy-term-reference field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Author:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/plan-author/patrick-shulz&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Patrick Shulz&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-lpimage field-type-image field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://lessonplans.dwrl.utexas.edu/sites/default/files/3309941563_947132ecc9_z.jpg&quot; width=&quot;500&quot; height=&quot;357&quot; alt=&quot;Students write short manuals outlining how to use databases&quot; title=&quot;&amp;quot;Database cleanup work&amp;quot; by windsordi&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-imcred field-type-text-long field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Image Credit:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;&quot;&lt;a href=&quot;http://www.flickr.com/photos/windsordi/3309941563/&quot;&gt;Database cleanup work&lt;/a&gt;&quot; by &lt;a href=&quot;http://www.flickr.com/photos/windsordi/&quot;&gt;windsordi&lt;/a&gt;&amp;nbsp;on Flikr&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-overview field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Brief Assignment Overview:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;RHE 306 group work: Students write short manuals outlining how to use databases (LexisNexis, Infotrac Newsstand, Academic One File, Opposing Viewpoints, Google/Wikipedia).&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt; Type of Assignment:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/assignment-type/class-exercise&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;In-class Exercise&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-length field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Assignment Length:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/51&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Single Class Period&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-rhetoric field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Rhetoric:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/audience&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Audience&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-rhetoric/delivery&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Delivery&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-writing field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Writing:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/research&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Research&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/summary&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Summary&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-writing/technical-writing&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Technical Writing&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedagogical-goals-digital- field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Pedagogical Goals - Digital Literacy:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/accessibility&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Accessibility&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/collaboration&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Collaboration&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/multimedia&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Multimedia&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/open-access-software&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Open Access Software&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/presentations&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Presentations&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/pedagogical-goals-digital-literacy/remediation&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Remediation&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-pedgoals field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Additional Pedagogical Goals:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Teach students how to use databases; students familiarize themselves with advanced search techniques&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-mediareqs field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Media Requirements:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/60&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Technology-Based Classroom (computers for each student)&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-materials field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Required Materials:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Each group needs at least one computer with internet access; probably will not work very well outside computer classrooms.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-timeline field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Timeline for Optimal Use:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/taxonomy/term/57&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Early in the Semester&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-description field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Full Assignment Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;We look at the UT library website to find &lt;a href=&quot;http://www.lib.utexas.edu/students/find/findoped.html&quot; title=&quot;UT library website to find opinion articles&quot;&gt;opinion, editorial and viewpoint articles&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;Then students work in groups of four or five; each group produces a guide (including screenshots) to one database to help their classmates use this database.&amp;nbsp; I usually make them them look at LexisNexis, Infotrac Newsstand, Academic Onefile, Opposing Viewpoints, (Factiva), Google/Wikipedia.&lt;/p&gt;&lt;p&gt;They basically write down (1) how to search the database most efficiently (2) how to find opinion articles as opposed to news reports (3) what kind of material this database offers. See below for detailed instructions.&lt;/p&gt;&lt;p&gt;They then present their findings to class and e-mail the completed manual to me. I put the .pdf on the wiki for students to use later on. We talk about strengths and weaknesses of each database (How to use texts from Opposing Viewpoints? Is it okay to use Wikipedia? etc.).&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-preparation field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Suggestions for Instructor Preparation:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;Print out worksheets and familiarize yourself with databases enough to assist students.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-istructions field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Instructions For Students:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;This is the worksheet (needs a little adaptation to work with Google/Wikipedia).&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Group X: Database X&lt;br&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Go to the University of Texas Libraries website, and access the databases&lt;span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Pick a topic you are interested in (or just use the &quot;Texas textbooks&quot; example) and search for material in this database.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;1. Do you get useful results? How can you sort your results?&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;2. Does the database focus on a specific sort of text, e.g. scholarly articles, newspaper reports, editorials? Does it include other media such as videos?&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;3. Is it easy to tell opinion articles and news texts apart? What is the easiest way to find an opinion article?&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;4. Take screenshots* of the homepage and the results page, be prepared to show your classmates how to navigate the database.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;5. Does the database have an “Advanced Search” feature? How can you filter your results? (For example, can you restrict the search to a text genre like “editorial” or a newspaper, e.g. “The New York Times”?).&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;6. Take a screenshot of the “Advanced Search” interface and be prepared to show your classmates how to use this feature.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;7. What is good/bad about this database? Does it have any special features that seem helpful?&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;8. Is it a good place to find material for your research summary? Why (not)?&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;9. Put all the screenshots in a word document (one per group) and write a little manual on how to use this database. Present to class and email the document to the instructor. Make sure to put the names of all group members in the document.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;*Taking a screenshot on a Mac: Press Command-Shift-3. The image will be saved to the desktop. In Word, click “Insert”, then choose “Picture”/”from file” in the drop down menu to insert the image into your word document.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Taking a screenshot in Windows: Press F14. Open “Paint”. Click paste. Save image to desktop. In Word, click “Insert” and then “Picture”.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-evaluation field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Evaluation Suggestions:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;It was not graded.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-coursetype field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Type:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/course-type/introductory-writing-course&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Introductory Writing Course&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-course field-type-text-long field-label-above&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Course Description:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;p&gt;RHE 306:&lt;/p&gt;&lt;p&gt;This course is grounded in the rhetorical analysis of &quot;controversies,&quot; broadly defined. It is divided into three units, each one requiring some sort of outside research. The first two units are devoted to rhetorical analysis; they are mostly descriptive and allow students to become familiar with what is being said and how. The third unit is devoted to advocacy; having become familiar with the controversy, students now take a position within it and produce an informed argument for that position.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;field field-name-field-lptags field-type-taxonomy-term-reference field-label-inline clearfix&quot;&gt;&lt;div class=&quot;field-label&quot;&gt;Tags:&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/tags/database&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Database&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/tags/tutorial&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Tutorial&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/tags/peer-learning&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Peer Learning&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/tags/library-resources&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Library Resources&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/tags/navigation&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Navigation&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item odd&quot;&gt;&lt;a href=&quot;/tags/advanced-search-techniques&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Advanced Search Techniques&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/tags/group-work&quot; typeof=&quot;skos:Concept&quot; property=&quot;rdfs:label skos:prefLabel&quot; datatype=&quot;&quot;&gt;Group Work&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul class=&quot;links inline&quot;&gt;&lt;li class=&quot;addtoany first last&quot;&gt;&lt;span&gt;&lt;span class=&quot;a2a_kit a2a_target addtoany_list&quot; id=&quot;da2a_3&quot;&gt;
      
      &lt;a class=&quot;a2a_dd addtoany_share_save&quot; href=&quot;https://www.addtoany.com/share_save#url=https%3A%2F%2Flessonplans.dwrl.utexas.edu%2Fcontent%2Fcomposing-tutorials-navigating-databases&amp;amp;title=Composing%20Tutorials%20for%20Navigating%20Databases&quot;&gt;&lt;img src=&quot;/sites/all/modules/addtoany/images/share_save_171_16.png&quot; width=&quot;171&quot; height=&quot;16&quot; alt=&quot;Share/Save&quot;/&gt;&lt;/a&gt;
      
    &lt;/span&gt;
    &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</description>
 <pubDate>Mon, 19 Mar 2012 16:18:29 +0000</pubDate>
 <dc:creator>Schultz</dc:creator>
 <guid isPermaLink="false">26 at https://lessonplans.dwrl.utexas.edu</guid>
 <comments>https://lessonplans.dwrl.utexas.edu/content/composing-tutorials-navigating-databases#comments</comments>
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