Recent content by steezi

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    [Calc 3] Verifying Stokes Theorem

    Thanks so much guys, it helps a lot to know that I'm going down the right bath, even if the integral is a pain in the a**.
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    [Calc 3] Verifying Stokes Theorem

    Mind explaining why the interval is -pi to pi? Thought its be 0 to 2pi. Appreciate the help!
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    [Calc 3] Verifying Stokes Theorem

    Homework Statement V.Field F(x,y,z)=<x^2 z, xy^2, z^2> where S is part of the plane x+y+z=1 inside cylinder x2 + y2 =9 Homework Equations Line integrals, Stokes Theorem, Parametrizing intersections... The Attempt at a Solution I found the answer to be 81pi/2 using stoke's theorem...