Recent content by 03125

0.2((2y+2z)+(2x+2z)+(2y+2x)) where (2y+2z) is the partial derivative of SA with respect to x (2x+2z) is the partial derivative of SA with respect to y (2y+2x) is the partial derivative of SA with respect to z

Yeah I wasn't sure how to make the T, thanks for showing me. As the problem is stated it is written "Find the orthogonal compliment to Span({[1 -1 1]T, [1 1 0]})"

Perhaps you'd like to elaborate, that's not in my book and I don't know how that would work.

Homework Statement Find the orthogonal compliment to Span({[1 -1 1]T, [1 1 0]}) Homework Equations V(transpose)=Null(A) u*v=<u,v>=U(transpose)v The Attempt at a Solution I need help understanding the notation of this problem, I am not sure what my MTX A will look like? I cannot find any...

This is not a homework question. I know the answer to this question I'm just not sure how, from reading the question, I would have known what the question is actually asking. If someone could explain what their thought process is after reading the question, and how it is that you know what the...

I was able to get it, thank you very much for your help =)

Homework Statement The region bounded by y=e^{-x^{2}}, y=0, x=0, and x=1 is revolved about the y-axis. Find the volume of the resulting solid. Homework Equations integral from a to b of pi*f(y)^2The Attempt at a Solution If y=e^-x^2 and I am revolving about the y-axis then I need to rewrite...