1.Using your own function, create at least one set of multiplot (static) and animation.  Use as many options as possible to make your plot look like textbook quality plots.

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restart;

>	with(plots):

Warning, the name changecoords has been redefined

>	y:=A*sinh(f*x);

>	p1:=plot(subs(A=1,f=1,y),x=-Pi..Pi,colour=blue,legend="A=1"):p1;

>	p2:=plot(subs(A=2,f=1,y),x=-Pi..Pi,colour=yellow,legend="A=2"):p2;

>	p3:=plot(subs(A=3,f=1,y),x=-Pi..Pi,colour=green,legend="A=3"):p3;

>	p4:=plot(subs(A=4,f=1,y),x=-Pi..Pi,colour=brown,legend="A=4"):p4;

>	p5:=plot(subs(A=5,f=1,y),x=-Pi..Pi,colour=black,legend="A=5"):p5;

>	display({p1,p2,p3,p4,p5});

>	animate(subs(f=1,y),x=-Pi..Pi, A=1...5);

2. Your artistic skills:  Draw a unique picture using Maple .

>	plot([sin(10*t)*cos(t),cos(5*t)*sin(t),t=0..100]);

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3. Make two unique animations in 2D and 3D .
Give names to these pictures. Publish these pictures and the animations in your home page along     with the details, such as the equations that are used to create the animations.

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>	with(plots): animate( {(x-x^7/u)*2,cos(2*u*x)*sin(2*x)}, x=0..Pi/4,u=-16..16 );

>	with(plots):

>	animate3d([2*x*u,u*t,x*tan(t*u)*u],x=1..3,t=1..4,u=2..4,title=DISC,coords=cylindrical);