<snapdata remixID="12322709"><project name="questions" app="Snap! 7, https://snap.berkeley.edu" 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b)4 c)2 d)5&#xD;</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>b</l></block><script><block s="doSayFor"><l>Correct </l><l>2</l></block><block s="doChangeVar"><l>Score</l><l>1</l></block></script><script><block s="doSayFor"><l>Wrong </l><l>2</l></block></script></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>Which operation is performed with the following information?&#xD;X = 4, Y = 2, Z = 5&#xD;Is X&gt;Y?&#xD;Yes - Go to FF&#xD;No - Go to BB&#xD;&#xD;FF - X = 2&#xD;BB - X = 3&#xD;&#xD;Is Y=X?&#xD;Yes - Display 3&#xD;No - Display 2&#xD;a)3 b)2 c)X d)Y&#xD;</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>a</l></block><script><block s="doSayFor"><l>Correct </l><l>2</l></block><block s="doChangeVar"><l>Score</l><l>1</l></block></script><script><block s="doSayFor"><l>Wrong </l><l>2</l></block></script></block><block s="bubble"><block s="reportVariadicProduct"><list><block var="Score"/><l>25</l></list></block></block></script></scripts></sprite><watcher var="Score" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Score"><l>2</l></variable></variables></scene></scenes></project><media name="questions" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="teacher" center-x="43" center-y="65" 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" 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