stunner5000pt
Mar7-05, 08:56 PM
D consists of the sprial r(t) = cos pi t, sin pi t, t for all real t.
a = (1,0,0) and b = (-1,0,5).
f(x,y,z) = x^2 + y^2 + z^2 and k =10.
In this case find the point(s) c whose existence is guaranteed by the intermediate value theorem
im completely stumped i have no idea where to start
would i let F(x) = k and replace x = cos pi t, y = sin pi t, and z = t and solve for t?? Thereafter what would i do??
a = (1,0,0) and b = (-1,0,5).
f(x,y,z) = x^2 + y^2 + z^2 and k =10.
In this case find the point(s) c whose existence is guaranteed by the intermediate value theorem
im completely stumped i have no idea where to start
would i let F(x) = k and replace x = cos pi t, y = sin pi t, and z = t and solve for t?? Thereafter what would i do??