| Line 7: | Line 7: | ||
plot( [3*cos(t),2*sin(t), t=0..2*Pi] ); | plot( [3*cos(t),2*sin(t), t=0..2*Pi] ); | ||
| − | p1 := plot( [3*cosh(t),2*sinh(t), t=-2..2] , | + | p1 := plot( [3*cosh(t),2*sinh(t), t=-2..2] , [-3*cosh(t),2*sinh(t), t=-2..2], color=red ): |
p2 := plot( { (2/3)*x, -(2/3)*x }, x=-11..11 ): | p2 := plot( { (2/3)*x, -(2/3)*x }, x=-11..11 ): | ||
display( {p1,p2} ); | display( {p1,p2} ); | ||
Revision as of 08:08, 4 December 2008
Here's a place where we can list our favorite MAPLE commands.
with(plots):
implicitplot( x^2/9 + y^2/4, x=-4..4, y=-3..3 );
plot( [3*cos(t),2*sin(t), t=0..2*Pi] );
p1 := plot( [3*cosh(t),2*sinh(t), t=-2..2] , [-3*cosh(t),2*sinh(t), t=-2..2], color=red ):
p2 := plot( { (2/3)*x, -(2/3)*x }, x=-11..11 ):
display( {p1,p2} );
f := x -> (8/Pi) * sum( ((-1)^(n+1)/(2*n-1)^2)*sin((2n-1)*x), n=1..20 );
plot( f(x), x=0..Pi );
See also Bell's MAPLE Tutorial.
