listecky.mws

Lístky a lístečky   r := 2*cos(3*t)

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 a podobné

>    with(plots):

Warning, the name changecoords has been redefined

>    r:=2*cos(3*t);

r := 2*cos(3*t)

>    plot([r,t,t=0..2*Pi],coords=polar);

[Maple Plot]

>    a:=T->plot([r,t,t=0..T],coords=polar);

a := proc (T) options operator, arrow; plot([r, t, t = 0 .. T],coords = polar) end proc

>    animate([2*cos(3*t*k),t*k,t=0..Pi],k=0..1,coords=polar,numpoints=100,frames=100);

[Maple Plot]

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>    r:=(cos(t))^2;

r := cos(t)^2

>    plot([r,t,t=0..2*Pi],coords=polar);

[Maple Plot]

>    a:=T->plot([r,t,t=0..T],coords=polar);

a := proc (T) options operator, arrow; plot([r, t, t = 0 .. T],coords = polar) end proc

>    animate([(cos(k*t))^2,t*k,t=0..2*Pi],k=0..1,coords=polar,numpoints=100,frames=100);

[Maple Plot]

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>    r:=(cos(2*t))^2;

r := cos(2*t)^2

>    plot([r,t,t=0..2*Pi],coords=polar);

[Maple Plot]

>    a:=T->plot([r,t,t=0..T],coords=polar);

a := proc (T) options operator, arrow; plot([r, t, t = 0 .. T],coords = polar) end proc

>    animate([(cos(2*k*t))^2,t*k,t=0..2*Pi],k=0..1,coords=polar,numpoints=100,scaling=constrained,frames=100);

[Maple Plot]

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>    r:=(cos(4*t))^2;

r := cos(4*t)^2

>    plot([r,t,t=0..2*Pi],coords=polar);

[Maple Plot]

>    a:=T->plot([r,t,t=0..T],coords=polar);

a := proc (T) options operator, arrow; plot([r, t, t = 0 .. T],coords = polar) end proc

>    animate([(cos(4*k*t))^2,t*k,t=0..2*Pi],k=0..1,coords=polar,numpoints=100,scaling=constrained,frames=100);

[Maple Plot]

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>    animate([sin(x*t),x,x=-4..4],t=1..4,coords=polar,numpoints=100,frames=100);

[Maple Plot]

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