These are answers submitted by Christopher2222
A bezier curve with these points (3,5,4) (2,8,1) (7,6,4) (0,3,2) would look like this
with(plots);
x := t-> x0*(1-t)^3+3*t*x1*(1-t)^2+3*t^2*x2*(1-t)+x3*t^3;
y := t-> y0*(1-t)^3+3*t*y1*(1-t)^2+3*t^2*y2*(1-t)+y3*t^3;
z := t-> z0*(1-t)^3+3*t*z1*(1-t)^2+3*t^2*z2*(1-t)+z3*t^3;
x0 := 3; y0 := 5; z0 := 4;
x1 := 2; y1 := 8; z1 := 1;
x2 := 7; y2 := 6; z2 := 4;
x3 := 0; y3 := 3; z3 := 2;
spacecurve([x(t), y(t), z(t), t = 0 .. 1], axes = box);
You can adjust the font size.
Select the whole table -> select format -> Character -> attributes and change the font size to something smaller than the default 12.
Without knowing exactly what's in your table but guessing it probably consists of text and equations changing your font size should get exactly what you need.
In M12
restart;gc():
with(LinearAlgebra):
time[real](RandomMatrix(500,generator=0.0..1,outputoptions=[datatype=float[8]]))
0.031
restart;gc():
with(LinearAlgebra):
time[real](RandomMatrix(2500,generator=0.0..1,outputoptions=[datatype=float[8]]))
 ...
This issue is most likely a windows 7 issue. It is not experienced in Maple 16.02 32bit Windows XP
You could use student[intercept] or intersection from the geometry package.
> assume(t::real);
> z := t = conjugate(a)*b+conjugate(c)*d;
> a := solve(z, a);
________
 ...
> assume(t::real);
> z := t = conjugate(a)*b+conjugate(c)*d;
> a := solve(z, a);
________
 ...
You could try
a:=display({P,f(C)})
animate(display,[a,orientation=[A,10]],A=0..360);
Yes it appears if one leaves out the multiplication sign in front of a bracket with a variable, it does not fully integrate.
In this case where he mentions it works
int(int(int(-(4-6*(x+z)+12*x*z)*y*(y-z)^3, x = 0 .. 1), y = 0 .. 1), z = 0 .. 1);
 ...
i think it is a bit early to say there is no way to increase the quality of the plots. in mathematica there seems to be a lot of behind the scenes operations to enure plots please the user. with, it seems, a reduction in accessibilty or experimentation with the created structure.
@_zgj Mathematica uses antialiasing -> true by default. Set antialiasing->false and I think the plots will compare the same.
Hm, I don't think the equations are quite right.