qu.1.topic=Definite Integral/Area Between Curves@

qu.1.1.mode=Inline@
qu.1.1.name=Definite Integral (Growth Rate)@
qu.1.1.comment=@
qu.1.1.editing=useHTML@
qu.1.1.solution=@
qu.1.1.algorithm=$a=["2",'4','6','8','10'];
$picka=switch(rint(6),$a);
$b=['3','5','7','9','11'];
$pickb=switch(rint(6),$b);
condition: ne($picka,$pickb);
$c=rint(6,9);
$f=switch(rint(3),"($picka/$pickb)*t^(1/3)","($picka/$pickb)*t^(4/3)");
$m = maple("
MathML[ExportPresentation]($f),
convert(evalf(int(($f), t = 1..$c)),string)
");
$disp=switch(0,$m);
$ANS=switch(1,$m);@
qu.1.1.uid=7cbbafe9-6809-4d01-ab03-99196edf38c3@
qu.1.1.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Applications;
@
qu.1.1.weighting=1@
qu.1.1.numbering=alpha@
qu.1.1.part.1.name=sro_id_1@
qu.1.1.part.1.maple_answer=$ANS@
qu.1.1.part.1.editing=useHTML@
qu.1.1.part.1.question=(Unset)@
qu.1.1.part.1.libname=@
qu.1.1.part.1.mode=Maple@
qu.1.1.part.1.allow2d=1@
qu.1.1.part.1.plot=@
qu.1.1.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.05);@
qu.1.1.part.1.type=formula@
qu.1.1.question=<p>Assume that a tumor grows at rate of <em>G(t) </em>= $disp mg/day at time <em>t</em> days.&nbsp; What is the total change in the mass of the tumor from <em>t = 0&nbsp; </em>to <em>t = $c</em> days.</p><p>Round your answer to two decimal places.</p><p><1><span>&nbsp; </span></p>@

qu.1.2.mode=Inline@
qu.1.2.name=Simple Definite Integral@
qu.1.2.comment=@
qu.1.2.editing=useHTML@
qu.1.2.solution=@
qu.1.2.algorithm=$a=rint(2,9);
$b=rint(3,6);
condition: ne($a,$b);
$c=rint(2,4);
$f="$a*x^$b";
$ANS = maple("int($f,x = 1..$c)");@
qu.1.2.uid=e361c13a-189e-4711-91c6-6ed4ccebc1d1@
qu.1.2.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Basic Definite Integrals;
@
qu.1.2.weighting=1@
qu.1.2.numbering=alpha@
qu.1.2.part.1.name=sro_id_1@
qu.1.2.part.1.maple_answer=$ANS@
qu.1.2.part.1.editing=useHTML@
qu.1.2.part.1.question=(Unset)@
qu.1.2.part.1.libname=@
qu.1.2.part.1.mode=Maple@
qu.1.2.part.1.allow2d=1@
qu.1.2.part.1.plot=@
qu.1.2.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.2.part.1.type=formula@
qu.1.2.question=<p>Evaluate&nbsp;the following definite integral.</p><p><math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000'  veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><munderover><mo lspace='0.0em' rspace='0.0em' stretchy='true' largeop='true'>&Integral;</mo><mrow><mn>1</mn></mrow><mrow><mi>$c</mi></mrow></munderover><mo lspace='0.0em' rspace='0.0em'>&InvisibleTimes;</mo><mi>$a</mi><mo lspace='0.0em' rspace='0.0em'>&sdot;</mo><msup><mi>x</mi><mrow><mi>$b</mi></mrow></msup><mo lspace='0.0em' rspace='0.0em'>&DifferentialD;</mo><mi>x</mi></mrow></mstyle></math></p><p><span>&nbsp;</span><1><span>&nbsp;</span></p>@

qu.1.3.mode=Inline@
qu.1.3.name=Area Between Two Curves ii@
qu.1.3.comment=@
qu.1.3.editing=useHTML@
qu.1.3.solution=@
qu.1.3.algorithm=$f1=switch(rint(3),"(-1)*(x^2)+3*x","(-1)*(x^2)+4*x");
$f2=switch(rint(2),"-x","x");
$m = maple("
a := solve($f1=$f2):
MathML[ExportPresentation]($f1),
MathML[ExportPresentation]($f2),
convert(int($f1 - ($f2),x = op(1, [a]) .. op(2, [a])) ,string)
");
$disp1 = switch(0,$m);
$disp2 = switch(1,$m);
$ANS = switch(2, $m);
$n=plotmaple("
p1 := plots[implicitplot]({seq(x=i, i=-2..6)}, x=-2..6, y=-7..7, colour=grey):
p2 := plots[implicitplot]({seq(y=i, i=-7..7)}, x=-2..6, y=-7..7, colour=grey):
p3 := plot($f1,x=-2..6,y=-7..7, thickness=2):
p4 := plot($f2,x=-2..6,y=-7..7, thickness=2):
plots[display]({p1,p2,p3,p4})
");@
qu.1.3.uid=b1bfa5d9-0827-4588-a4f5-5a5fd4b30a47@
qu.1.3.info=  Author=Steve Crane, Gord Clement;
  Topic=Definite Integrals;
  Sub-Topic=Area Between Curves;
  Course=Introductory Calculus for the Biological Sciences;
@
qu.1.3.weighting=1@
qu.1.3.numbering=alpha@
qu.1.3.part.1.name=sro_id_1@
qu.1.3.part.1.maple_answer=$ANS@
qu.1.3.part.1.editing=useHTML@
qu.1.3.part.1.question=(Unset)@
qu.1.3.part.1.libname=@
qu.1.3.part.1.mode=Maple@
qu.1.3.part.1.allow2d=1@
qu.1.3.part.1.plot=@
qu.1.3.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.3.part.1.type=formula@
qu.1.3.question=<p>Determine the area of the region bounded between the two graphs <em>f(x) = $disp1 </em>and g<em>(x) = $disp2.</em></p><p><em>$n</em></p><p><em><span>&nbsp;</span><1><span>&nbsp;</span></em></p>@

qu.1.4.mode=Inline@
qu.1.4.name=Average Value (Tumor Growth Rate)@
qu.1.4.comment=@
qu.1.4.editing=useHTML@
qu.1.4.solution=@
qu.1.4.algorithm=$a=['1','3','5','7','9'];
$pa=switch(rint(5),$a);
$b=['2','4','6','8','10'];
$pb=switch(rint(5),$b);
condition: le($pa,$pb);
$c=rint(2,5);
$func="($pa/$pb)*t^($c/5)";
$d=["20","24","28","32"];
$pd=switch(rint(4),$d);
$m = maple("
MathML[ExportPresentation]($func),
convert(evalf(int($func, t = 0..$pd)/$pd),string)");
$disp=switch(0,$m);
$ANS=switch(1,$m);@
qu.1.4.uid=2d8b0cf7-ec04-4c31-afb4-d39c5bc73147@
qu.1.4.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Average Value;
@
qu.1.4.weighting=1@
qu.1.4.numbering=alpha@
qu.1.4.part.1.name=sro_id_1@
qu.1.4.part.1.maple_answer=$ANS@
qu.1.4.part.1.editing=useHTML@
qu.1.4.part.1.question=(Unset)@
qu.1.4.part.1.libname=@
qu.1.4.part.1.mode=Maple@
qu.1.4.part.1.allow2d=1@
qu.1.4.part.1.plot=@
qu.1.4.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.05);@
qu.1.4.part.1.type=formula@
qu.1.4.question=<p>Assume that a tumor grows at rate of <em>G(t) = </em>$disp mg/day at time <em>t</em> days.&nbsp; What is the average of <em>G(t</em>)<em> </em>in the first $pd<em> </em>days?</p><p>Round your answer to 2 decimal places.</p><p><em><span>&nbsp;</span><1><span>&nbsp;</span></em></p>@

qu.1.5.mode=Inline@
qu.1.5.name=Simple Definite Integral ii@
qu.1.5.comment=@
qu.1.5.editing=useHTML@
qu.1.5.solution=@
qu.1.5.algorithm=$a=rint(2,9);
$b=rint(3,6);
$d=$b+1;
condition:ne($a,$b);
$c=rint(2,4);
$f="x*($a-x^2)^$b";
$ANS=maple("int($f,x = 1..$c)");@
qu.1.5.uid=b616978a-7638-41e1-b96d-8a4c90f2956e@
qu.1.5.info=  Author=Steve Crane, Gord Clement;
  Topic=Definite Integrals;
  Sub-Topic=Basic Definite Integrals;
  Course=Introductory Calculus for the Biological Sciences;
@
qu.1.5.weighting=1@
qu.1.5.numbering=alpha@
qu.1.5.part.1.name=sro_id_1@
qu.1.5.part.1.maple_answer=$ANS@
qu.1.5.part.1.editing=useHTML@
qu.1.5.part.1.question=(Unset)@
qu.1.5.part.1.libname=@
qu.1.5.part.1.mode=Maple@
qu.1.5.part.1.allow2d=1@
qu.1.5.part.1.plot=@
qu.1.5.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.5.part.1.type=formula@
qu.1.5.question=<p>Solve the following definite integral.</p><p><math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000'  veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><munderover><mo lspace='0.0em' rspace='0.0em' stretchy='true' largeop='true'>&Integral;</mo><mrow><mn>1</mn></mrow><mrow><mi>$c</mi></mrow></munderover><mo lspace='0.0em' rspace='0.0em'>&InvisibleTimes;</mo><mi>x</mi><mo lspace='0.0em' rspace='0.0em'>&sdot;</mo><msup><mfenced open='(' close=')' separators=','><mrow><mi>$a</mi><mo lspace='0.2222222em' rspace='0.2222222em'>&minus;</mo><msup><mi>x</mi><mrow><mn>2</mn></mrow></msup></mrow></mfenced><mrow><mi>$b</mi></mrow></msup><mi>dx</mi></mrow></mstyle></math></p><p><span>&nbsp;</span><1><span>&nbsp;</span></p>@

qu.1.6.mode=Inline@
qu.1.6.name=Simple Definite Integral iii@
qu.1.6.comment=@
qu.1.6.editing=useHTML@
qu.1.6.solution=@
qu.1.6.algorithm=$a=rint(2,6);
$b=rint(2,6);
condition: ne($a,$b);
$c=rint(2,4);
$f="$b*ln(x)^$a/x";
$ANS=maple("int($f,x=exp(1)..exp($c))");@
qu.1.6.uid=4dbf4b46-1a6b-49a4-a569-9ef14472a1e8@
qu.1.6.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Basic Definite Integrals;
@
qu.1.6.weighting=1@
qu.1.6.numbering=alpha@
qu.1.6.part.1.name=sro_id_1@
qu.1.6.part.1.maple_answer=$ANS@
qu.1.6.part.1.editing=useHTML@
qu.1.6.part.1.question=(Unset)@
qu.1.6.part.1.libname=@
qu.1.6.part.1.mode=Maple@
qu.1.6.part.1.allow2d=1@
qu.1.6.part.1.plot=@
qu.1.6.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.6.part.1.type=formula@
qu.1.6.question=<p>Evaluate&nbsp;the following definite integral.</p><p><math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000'  veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><munderover><mo lspace='0.0em' rspace='0.0em' stretchy='true' largeop='true'>&Integral;</mo><mrow><mi>e</mi></mrow><mrow><msup><mi>e</mi><mrow><mi>$c</mi></mrow></msup></mrow></munderover><mo lspace='0.0em' rspace='0.0em'>&InvisibleTimes;</mo><mfrac><mrow><mi>$b</mi><mo lspace='0.0em' rspace='0.0em'>&sdot;</mo><mi mathvariant='normal'>ln</mi><msup><mfenced open='(' close=')' separators=','><mrow><mi>x</mi></mrow></mfenced><mrow><mi>$a</mi></mrow></msup></mrow><mrow><mi>x</mi></mrow></mfrac><mi>dx</mi></mrow></mstyle></math></p><p><span>&nbsp;</span><1><span>&nbsp;</span></p>@

qu.1.7.mode=Inline@
qu.1.7.name=Area Between Two Curves@
qu.1.7.comment=@
qu.1.7.editing=useHTML@
qu.1.7.solution=@
qu.1.7.algorithm=$f1=switch(rint(3),"x^2+3*x","x^2+4*x");
$f2=switch(rint(2),"-x","x");
$m = maple("
a:=solve($f1=$f2):
MathML[ExportPresentation]($f1),
MathML[ExportPresentation]($f2),
convert(abs(int($f2 - ($f1), x = op(1,[a])..op(2,[a]))),string)
");
$disp1=switch(0,$m);
$disp2=switch(1,$m);
$ANS=switch(2,$m);
$n=plotmaple("
p1 := plots[implicitplot]({seq(x=i, i=-6..3)}, x=-6..3, y=-5..7, colour=grey):
p2 := plots[implicitplot]({seq(y=i, i=-6..7)}, x=-6..3, y=-5..7, colour=grey):
p3 := plot($f1,x=-6..3,y=-4..7, thickness=2):
p4 := plot($f2,x=-6..3,y=-4..7, thickness=2, colour = black):
plots[display]({p1,p2,p3,p4})
");@
qu.1.7.uid=8295c0b1-2f26-4467-b4c2-62a9c69e49a8@
qu.1.7.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Area Between Curves;
@
qu.1.7.weighting=1@
qu.1.7.numbering=alpha@
qu.1.7.part.1.name=sro_id_1@
qu.1.7.part.1.maple_answer=$ANS@
qu.1.7.part.1.editing=useHTML@
qu.1.7.part.1.question=(Unset)@
qu.1.7.part.1.libname=@
qu.1.7.part.1.mode=Maple@
qu.1.7.part.1.allow2d=1@
qu.1.7.part.1.plot=@
qu.1.7.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.7.part.1.type=formula@
qu.1.7.question=<p>Determine the area of the region bounded between the two graphs <em>f(x) = $disp1 </em>and <em>f(x) = $disp2.</em></p><p><em>$n</em></p><p><em><span>&nbsp;</span><1><span>&nbsp;</span></em></p>@

qu.1.8.mode=Inline@
qu.1.8.name=Definite Integral (Drug Rate)@
qu.1.8.comment=@
qu.1.8.editing=useHTML@
qu.1.8.solution=@
qu.1.8.algorithm=$a=['2','4','6','8','10'];
$picka=switch(rint(6),$a);
$b=['3','5','7','9','11'];
$pickb=switch(rint(6),$b);
condition: ne($picka,$pickb);
$c=rint(6,9);
$f=switch(rint(3),"($picka/$pickb)*t^(1/3)","($picka/$pickb)*t^(4/3)");
$ANS = maple("evalf(int(($f), t=1..$c))");
$disp=maple("MathML[ExportPresentation]($f)");@
qu.1.8.uid=3254f041-7a76-411f-9bc2-307e18efe913@
qu.1.8.info=  Author=Steve Crane, Gord Clement;
  Sub-Topic=Applications;
  Topic=Definite Integrals;
  Course=Introductory Calculus for the Biological Sciences;
@
qu.1.8.weighting=1@
qu.1.8.numbering=alpha@
qu.1.8.part.1.name=sro_id_1@
qu.1.8.part.1.maple_answer=$ANS@
qu.1.8.part.1.editing=useHTML@
qu.1.8.part.1.question=(Unset)@
qu.1.8.part.1.libname=@
qu.1.8.part.1.mode=Maple@
qu.1.8.part.1.allow2d=1@
qu.1.8.part.1.plot=@
qu.1.8.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.05);@
qu.1.8.part.1.type=formula@
qu.1.8.question=<p>Assume that the rate of excretion for a drug is given by&nbsp;<math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000' veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><mi>R</mi><mfenced open='(' close=')' separators=','><mrow><mi>t</mi></mrow></mfenced><mo lspace='0.2777778em' rspace='0.2777778em'>&equals;</mo></mrow></mstyle></math> $disp mg/hour.&nbsp; What is the total amount of the drug excreted from <em>t = 0 </em>to <em>t = 5 </em>hours.</p><p>Round your answer to two decimal places.</p><p><span>&nbsp;</span><1><span>&nbsp;</span></p>@

qu.1.9.mode=Inline@
qu.1.9.name=Area Between Two Curves (ln function)@
qu.1.9.comment=@
qu.1.9.editing=useHTML@
qu.1.9.solution=@
qu.1.9.algorithm=$a=[8,9,10,11];
$picka=switch(rint(4),$a);
$b="ln($picka)";
$n=plotmaple("
p1 := plots[implicitplot]({seq(x=i, i=-2..5)}, x=-2..5, y=-1..13, colour=grey):
p2 := plots[implicitplot]({seq(y=i, i=-1..13)}, x=-2..5, y=-1..13, colour=grey):
p3 := plot(exp(x),x=-2..5,y=-1..13, thickness=2):
p4 := plot([$b, y, y = -1..13], thickness = 2, color = black, linestyle = dash):
plots[display]({p1,p2,p3,p4})
");
$ANS=maple("int(exp(x),x = 0 .. $b)");@
qu.1.9.uid=9d607e08-6e12-4d83-a34a-dd9ca3dc30f9@
qu.1.9.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Area Between Curves;
@
qu.1.9.weighting=1@
qu.1.9.numbering=alpha@
qu.1.9.part.1.name=sro_id_1@
qu.1.9.part.1.maple_answer=$ANS@
qu.1.9.part.1.editing=useHTML@
qu.1.9.part.1.question=(Unset)@
qu.1.9.part.1.libname=@
qu.1.9.part.1.mode=Maple@
qu.1.9.part.1.allow2d=1@
qu.1.9.part.1.plot=@
qu.1.9.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.9.part.1.type=formula@
qu.1.9.question=<p>Determine the area of the finite region bounded by the graphs of<em>&nbsp;<math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000' veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><mi>f</mi><mfenced open='(' close=')' separators=','><mrow><mi>x</mi></mrow></mfenced><mo lspace='0.0em' rspace='0.0em'>&#32;</mo><mo lspace='0.2777778em' rspace='0.2777778em'>&equals;</mo><mo lspace='0.0em' rspace='0.0em'>&#32;</mo><msup><mi>e</mi><mrow><mi>x</mi></mrow></msup></mrow></mstyle></math></em>, the x-axis, the y-axis, and the line&nbsp;<math xmlns='http://www.w3.org/1998/Math/MathML'><mstyle fontfamily='Times New Roman' mathsize='12' mathcolor='#000000' veryverythinmathspace='0.0555556em' verythinmathspace='0.111111em' thinmathspace='0.166667em' mediummathspace='0.222222em' thickmathspace='0.277778em' verythickmathspace='0.333333em' veryverythickmathspace='0.388889em' scriptlevel='0' scriptsizemultiplier='0.71' scriptminsize='8.0pt'><mrow><mi>x</mi><mo lspace='0.2777778em' rspace='0.2777778em'>&equals;</mo><mi mathvariant='normal'>ln</mi><mfenced open='(' close=')' separators=','><mrow><mi>$picka</mi></mrow></mfenced></mrow></mstyle></math></p><p><em>$n</em></p><p><em><span>&nbsp;</span><1><span>&nbsp;</span></em></p>@

qu.1.10.mode=Inline@
qu.1.10.name=Area Between Two Curves (triangle)@
qu.1.10.comment=@
qu.1.10.editing=useHTML@
qu.1.10.solution=@
qu.1.10.algorithm=$f1=switch(rint(2),"-1","-2");
$f3=switch(rint(2),"x","x-1");
$f2=switch(rint(2),"-x+4","-x+3");
$m = maple("
a:=solve($f1=$f2):
b:=solve($f1=$f3):
c:=solve($f2=$f3):
convert(int($f3-($f1), x=$b..$c)+int($f2-($f1),x=$c..$a),string),
MathML[ExportPresentation]($f1),
MathML[ExportPresentation]($f2),
MathML[ExportPresentation]($f3)
");
$ANS=switch(0,$m);
$disp1=switch(1,$m);
$disp2=switch(2,$m);
$disp3=switch(3,$m);
$n=plotmaple("
p1 := plots[implicitplot]({seq(x=i, i=-3..7)}, x=-3..7, y=-7..7, colour=grey):
p2 := plots[implicitplot]({seq(y=i, i=-7..7)}, x=-3..7, y=-7..7, colour=grey):
p3 := plot($f1,x=-3..7,y=-7..7, thickness=2):
p4 := plot($f2,x=-3..7,y=-7..7, thickness=2):
p5 := plot($f3,x=-3..7,y=-7..7, thickness=2):
plots[display]({p1,p2,p3,p4,p5})
");@
qu.1.10.uid=1fa4bbae-26c2-4c52-8a1d-ba871886a28f@
qu.1.10.info=  Author=Steve Crane, Gord Clement;
  Course=Introductory Calculus for the Biological Sciences;
  Topic=Definite Integrals;
  Sub-Topic=Area between curves;
@
qu.1.10.weighting=1@
qu.1.10.numbering=alpha@
qu.1.10.part.1.name=sro_id_1@
qu.1.10.part.1.maple_answer=$ANS@
qu.1.10.part.1.editing=useHTML@
qu.1.10.part.1.question=(Unset)@
qu.1.10.part.1.libname=@
qu.1.10.part.1.mode=Maple@
qu.1.10.part.1.allow2d=1@
qu.1.10.part.1.plot=@
qu.1.10.part.1.maple=is(abs(($ANSWER)-($RESPONSE)) < 0.1);@
qu.1.10.part.1.type=formula@
qu.1.10.question=<p>Determine the area of the region bounded between the three graphs <em>f(x) = $disp1,</em> g<em>(x) = $disp2, and h(x)</em> = $disp3</p><p><em>$n</em></p><p><em><span>&nbsp;</span><1><span>&nbsp;</span></em></p>@

