<snapdata remixID="14241502"><project name="CreativeTaskProject-Basic Calculator-TJaikumar" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CreativeTaskProject-Basic Calculator-TJaikumar"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Questions" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your first number?</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>What&apos;s your operation?</l><l>2</l></block><block s="doAsk"><block s="reportNewList"><list><l>+</l><l>-</l><l>x</l><l>/</l></list></block></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s your second number?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Answers to equations" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>+</l></list></block><script><block s="doSayFor"><block s="reportVariadicSum"><list><block var="number1"/><block var="number2"/></list></block><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="Operation"/><l>x</l></list></block><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="number1"/><block var="number2"/></list></block><l>2</l></block></script><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operation"/><l>-</l></list></block><script><block s="doSayFor"><block s="reportDifference"><block var="number1"/><block var="number2"/></block><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="Operation"/><l>/</l></list></block><script><block s="doSayFor"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block><l>2</l></block></script><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="number2"/><l>0</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Do it again.</l><l>2</l></block></script></list></block><block s="doReport"><l></l></block></script></block-definition></blocks><primitives><block-definition s="answer" type="reporter" category="sensing" selector="getLastAnswer" primitive="getLastAnswer"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>getLastAnswer</l></block><block s="doReport"><block s="reportVariadicSum"><list><block var="first number"/><block var="second number"/></list></block></block></script></block-definition></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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calculator</l><l>2</l></block><block s="doSayFor"><l>The operations you can use on me are +, -, x, and /</l><l>2</l></block><block s="doForever"><script><custom-block s="Questions"></custom-block><custom-block s="Answers to equations"></custom-block></script></block></script><comment x="57.66666666666663" y="276.9999999999996" w="181" collapsed="false">Psuedocode:&#xD;&#xD;When Green Flag Clicked:&#xD;    Move sprite to position (-60, 100)&#xD;    Set variable &apos;number1&apos; to 0&#xD;    Set variable &apos;Operation&apos; to 0&#xD;    Set variable &apos;number2&apos; to 0&#xD;    &#xD;    Display &quot;Hello!&quot; for 2 seconds&#xD;    Display &quot;I am a basic calculator&quot; for 2 seconds&#xD;    Display &quot;The operations you can use on me are: +, -, x, and /&quot; for 2 seconds&#xD;    &#xD;    Call &quot;Questions&quot; function&#xD;    Call &quot;Answers to equations&quot; function</comment><comment x="471.66666666666663" y="188.99999999999955" w="182" collapsed="false">Function Questions:&#xD;    Ask &quot;What&apos;s your first number?&quot; and wait for input&#xD;    Set &apos;number1&apos; to user&apos;s response&#xD;&#xD;    Ask &quot;What&apos;s your operation?&quot; and wait for input&#xD;    Set &apos;Operation&apos; to user&apos;s response&#xD;&#xD;    Ask &quot;What&apos;s your second number?&quot; and wait for input&#xD;    Set &apos;number2&apos; to user&apos;s response&#xD;&#xD;    Report result (placeholder for further processing)</comment><comment x="486.66666666666663" y="23" w="146" collapsed="false">Input&#xD;&#xD;-You should input:&#xD;1. Number&#xD;2. Operation(+,-,*,/)&#xD;3. 2nd Number&#xD;4. Hit Enter&#xD;&#xD;*Hit Enter after you are done with the specific input.</comment><comment x="284.66666666666663" y="229.00000000000045" w="158" collapsed="false">Function Answers_to_equations:&#xD;    If Operation = &quot;+&quot; then&#xD;        Display (number1 + number2)&#xD;    &#xD;    Else if Operation = &quot;x&quot; then&#xD;        Display (number1 * number2)&#xD;    &#xD;    Else if Operation = &quot;-&quot; then&#xD;        Display (number1 - number2)&#xD;    &#xD;    Else if Operation = &quot;/&quot; then&#xD;        If number2 = 0 then&#xD;            Display &quot;Error: Cannot divide by zero.&quot; for 2 seconds&#xD;        Else&#xD;            Display (number1 / number2)&#xD;    &#xD;    Report result (placeholder for further processing)</comment><comment x="511.66666666666663" y="423.66666666666697" w="122" collapsed="false">Output:&#xD;&#xD;-What could come out should include the answer the equation that the user typed in.</comment></scripts></sprite><watcher 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