Debate Fundamentals - Lesson 7

Submitted by api on Mon, 09/08/2025 - 15:54

<h2 style="text-align:center;">LESSON 7: DEBATE SCORING AND FEEDBACK</h2> <ol><li>During class, listen to the other team’s debate carefully. Give them a score from 1-7 for each box.</li><li> Then give the whole team a group score (how well did they work together?). </li></ol><img 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"><figure class="table" style="float:left;"><table class="ck-table-resized" style=";"><colgroup><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.65%;"></colgroup><tbody><tr><td style="background-color:#daf19a;border:1pt solid #000000;padding:5pt;vertical-align:top;" colspan="6">Team 1  – Affirmative </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Name</td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Presentation  (confidence / voice) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Organization (logical flow/ argument) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Evidence (examples /  Supporting information) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Total Score</td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Teamwork Score</td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;" rowspan="3"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr></tbody></table></figure> <ol><li>What did the Affirmative team do well? What can they improve on? </li></ol>Write 2-3 sentences _______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________ <figure class="table" style="float:left;"><table class="ck-table-resized" style=";"><colgroup><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.67%;"><col style="width:16.65%;"></colgroup><tbody><tr><td style="background-color:#e4d3ec;border:1pt solid #000000;padding:5pt;vertical-align:top;" colspan="6">Team 2  – Opposition </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Name</td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Presentation  (confidence / voice) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Organization (logical flow/ argument) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Evidence (examples /  Supporting information) </td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Total Score</td><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;">Teamwork Score</td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;" rowspan="3"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr><tr><td style="background-color:#f3f3f3;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="background-color:#fff2cc;border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td><td style="border:1pt solid #000000;padding:5pt;vertical-align:top;"> </td></tr></tbody></table></figure> <ol><li>What did the Opposition team do well? What can they improve on? </li></ol>Write 2-3 sentences _______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________

Lecture Type

Bài tập về nhà

code

ONL.DF.L7

Created by

c79c0522-b525-406f-a68e-7b5699e7a482

Subjects

TIẾNG ANH