In that attached file is a multip step problem that involves graphing a right circular cylinder using transtion matrices and orthonormal basis. I have completed the hole question minus the very last part which is asking for new parametric equations for the cylinder if its center point is located at (-2, 10, 3) instead of the origin.

Any ideas on how to do this will be greatly appreciated.

question_4.mw

question_4.pdf

I am reciving an error code when trying to graph the right circular cylinder in the questions

Attached is what I have done with the question.

Any help will be greatly appreciated. 

Find parametric equations for the right circular cylinder having radius 3, length 12, whose axis is the z-axis and whose bottom edge lies in the plane: z=0.

Do I just define B={u1, u2, u3} being a basis for R³ and use the gram-schmidt operator to find the parametric equations?

I know that would give me an orthonrmal basis, but how do i find parametirc equations?

I already finished part a, my question is how do i define the function g with the variable k being any real value so that maple will find <f,g> = 0 (using the inner product defined)?

I’m trying to figure out how to find a basis for a subspace, V, of R³ defined by V = {(x, y, z)l(2x-3y+6z=0)}

I’m using the student linear algebra module for maple 17

I’ve tried defining the subspace and asking for the basis of V but I always get an error code.

I’ve tried consulting the maple website and looking through their help menu, but can’t find anything that answers how to find a basis... At least a basis from the subspace defined in my problem.

I know how to find a basis for the subspace by hand but not with maple.

Any help will be greatly appreciated.