Recent content by dondraper5

^ thanks a lot

any ideas for b?

^ thank you, makes sense now.

I am having trouble with these questions- Explain/prove whether: (a) Any set {v1,v2,...vk} of orthogonal vectors in Rn is linearly independent. (b) If there is a vector v in Rn and scalar c in R, we have ||cv|| = c||v|| (c) for any vectors u, v in Rn, ||u+v||^2 + ||u-v||^2 = 2 ||u||^2 +...

I was compiling a list of non-singular equivalencies. This is all I have so far. I would appreciate if you can help me to add more to these. Let A be a square n x n matrix. The following statements are equivalent. That is, for a given A, the statements are either all true or all false...