I'm trying to learn questions about solving/evaluating based on Stoke's/Green's Theorem. How do u solve the ones where F is based on polar co-ordinates. Example:-
Use Stoke's theorem to evaluate (Double integral to the base S) F.n(cap)ds; where F=y.i(cap)+2x.j(cap) + x^2.k(cap) and S is the triangle with Vertices (2,0,0),(0,2,0), and (0,0,3).
If someone can me link to a Video Tutorial of this (with the polar co-ordinates) then I'd be really happy. :)

Question

I'm trying to learn questions about solving/evaluating based on Stoke's/Green's Theorem. How do u solve the ones where F is based on polar co-ordinates. Example:-
Use Stoke's theorem to evaluate (Double integral to the base S) F.n(cap)ds; where F=y.i(cap)+2x.j(cap) + x^2.k(cap) and S is the triangle with Vertices (2,0,0),(0,2,0), and (0,0,3).
If someone can me link to a Video Tutorial of this (with the polar co-ordinates) then I'd be really happy. :)

turingtest · Answer

try MIT OCW
not sure what section to look in though...

turingtest · Answer

http://ocw.mit.edu/courses/mathematics/18-02sc-multivariable-calculus-fall-2010/ this is the whole course you can scan it for the section on stoke's theorem

anonymous · Answer

thankyou.:) looking at it now.