<snapdata remixID="9332555"><project name="Area and Perimeter Calculator" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-4.185185185185219" y="1.9259259259259238" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="triangle-and-other-shapes" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="211" y="240"><block s="receiveGo"></block><custom-block s="Find Values for Rectangle or triangle"></custom-block></script></scripts></sprite><watcher var="rectangle length" style="normal" x="8.4375" y="8.437499999999993" color="243,118,29" hidden="true"/><watcher var="rectangle width" style="normal" x="8.4375" y="26.156251687499974" color="243,118,29" hidden="true"/><watcher var="rectangle area" style="normal" x="8.4375" y="43.87500337499999" color="243,118,29" hidden="true"/><watcher var="rectangle perimeter" style="normal" x="8.4375" y="61.59375506249995" color="243,118,29" hidden="true"/><watcher var="triangle base" style="normal" x="8.4375" y="79.31250674999995" color="243,118,29" hidden="true"/><watcher var="triangle height" style="normal" x="8.4375" y="97.03125843749999" color="243,118,29" hidden="true"/><watcher var="triangle hypotenuse" style="normal" x="8.4375" y="114.75001012499996" color="243,118,29" hidden="true"/><watcher var="triangle perimeter" style="normal" x="8.4375" y="132.46876181249996" color="243,118,29" hidden="true"/><watcher var="triangle area" style="normal" x="8.4375" y="150.18751349999994" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Collect Dimensions Rectangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the length of the rectangle?</l></block><block s="doSetVar"><l>rectangle length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the width of the rectangle?</l></block><block s="doSetVar"><l>rectangle width</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Calc Area and Perimeter for Square Then Tell Me" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>rectangle area</l><block s="reportProduct"><block var="rectangle length"/><block var="rectangle width"/></block></block><block s="doSetVar"><l>rectangle perimeter</l><block s="reportSum"><block s="reportProduct"><l>2</l><block var="rectangle length"/></block><block s="reportProduct"><l>2</l><block var="rectangle width"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is</l><l> </l><block var="rectangle area"/><l> </l><l>and the perimeter is</l><l> </l><block var="rectangle perimeter"/><l>.</l></list></block><l>4</l></block></script></block-definition><block-definition s="Collect Dimensions Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the base of the triangle?</l></block><block s="doSetVar"><l>triangle base</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the height of the triangle?</l></block><block s="doSetVar"><l>triangle height</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the hypotenuse of the triangle?</l></block><block s="doSetVar"><l>triangle hypotenuse</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Calc Area and Perimeter for triangle Then Tell Me" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>triangle perimeter</l><block s="reportSum"><block var="triangle base"/><block s="reportSum"><block var="triangle height"/><block var="triangle hypotenuse"/></block></block></block><block s="doSetVar"><l>triangle area</l><block s="reportProduct"><l>.5</l><block s="reportProduct"><block var="triangle base"/><block var="triangle height"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of the triangle is</l><l> </l><block var="triangle perimeter"/><l> </l><l>and the area of the triangle is</l><l> </l><block var="triangle area"/><l>.</l></list></block><l>4</l></block></script></block-definition><block-definition s="Find Values for Rectangle or triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what would you like to do triangles or rectangles?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Rectangle</l></block><script><custom-block s="Collect Dimensions Rectangle"></custom-block><custom-block s="Calc Area and Perimeter for Square Then Tell Me"></custom-block></script><script><custom-block s="Collect Dimensions Triangle"></custom-block><custom-block s="Calc Area and Perimeter for triangle Then Tell Me"></custom-block></script></block></script></block-definition></blocks><variables><variable name="rectangle length"><l>5</l></variable><variable name="rectangle width"><l>4</l></variable><variable name="rectangle area"><l>20</l></variable><variable name="rectangle perimeter"><l>18</l></variable><variable name="triangle base"><l>rectangle</l></variable><variable name="triangle height"><l>9</l></variable><variable name="triangle hypotenuse"><l>8</l></variable><variable name="triangle perimeter"><l>23</l></variable><variable name="triangle area"><l>27</l></variable></variables></project><media name="Area and Perimeter Calculator" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>