<snapdata remixID="10063140"><project name="U2L2 _predicate page 2 and 3" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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="-455.593220338983" y="34.57627118644069" heading="90" scale="1" volume="100" pan="0" rotation="0" draggable="false" costume="0" color="255,124,89,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="79" y="443.5" w="343" collapsed="false">Page three answers: &#xD;&#xD;1a) All of the codes work correctly as they all go with the same output ( if a is &gt;or equal to b that menas it&apos;s either greater than or equal to b)&#xD;&#xD;b) The third and last code seem elegant because they are simple yet abstract and leave no big detail. &#xD;&#xD;c) The Second and third codes are clearer.&#xD;&#xD;d) Coming to which steps are simple all of them are but the most simplest are the third and fourth again because they are abstract. &#xD;&#xD;e)The last code shows how I view greater than or equal to in math class because if a number is greater than a or equal to a, it is a true number which makes it that.&#xD;&#xD;f) The third code seems the most clearer to me because it states that if a number is &lt; b then it is neither greater than or equal to b. &#xD;&#xD;2) The code will ask &quot; is today Tuesday&apos;? and when it gets a &quot;yes&quot; the output will display &quot; Mary chung is closed  today&quot; if no, the code will display&quot; Mary Chung is open today&quot;. 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