<?xml version="1.0" encoding="UTF-8"?>
<Worksheet><Version major="6" minor="1"/><View-Properties><Zoom percentage="150"/></View-Properties><Styles><Layout alignment="left" bullet="none" firstindent="0.0" leftmargin="0.0" linebreak="space" linespacing="0.0" name="Normal" rightmargin="0.0" spaceabove="0.0" spacebelow="0.0"/><Layout alignment="centred" bullet="none" name="Maple Plot"/><Layout alignment="centred" bullet="none" linespacing="0.5" name="Maple Output"/><Font background="[0,0,0]" bold="true" executable="true" family="Monospaced" foreground="[255,0,0]" name="Maple Input" opaque="false" size="12"/><Font background="[0,0,0]" family="Times New Roman" foreground="[0,0,255]" name="2D Output" opaque="false" readonly="true" size="12"/></Styles><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(Student[Calculus1]);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>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</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">f:=x-&gt;x^2;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJmRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlKiQ5JCIiI0YlRiVGJQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">Limit(f(x),x=b);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiMtSSZMaW1pdEc2JEkqcHJvdGVjdGVkR0YmSShfc3lzbGliRzYiNiQqJEkieEdGKCIiIy9GK0kiYkdGKA==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">a:=.1;L:=f(a);epsilon:=.5;delta:=.05;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJhRzYiJCIiIiEiIg==</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSJMRzYiJCIiIiEiIw==</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SShlcHNpbG9uRzYiJCIiJiEiIg==</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSZkZWx0YUc2IiQiIiYhIiM=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">plot([[a-delta,y,y=-10..10],[a+delta,y,y=-10..10],L-epsilon,L+epsilon,f(x)],x=-2..2,y=-2..2,linestyle=[DASH,DASH,DOT,DOT,SOLID],color=[RED,RED,GREEN,GREEN,BLUE],discont=true);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">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</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">LimitTutor();</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiMtSSZMaW1pdEc2JEkqcHJvdGVjdGVkR0YmSShfc3lzbGliRzYiNiQqKEkieEdGKCIiIi1JJGNvc0dGJTYjRitGLC1JI2xuR0YlRi9GLC9GKyIiIQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"/></Input></Group><Text-field/></Worksheet>