Change of Variables in Multiple Integrals - A Double Integral Example, Part 2 of 2

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Uploaded by on Aug 19, 2010

Change of Variables in Multiple Integrals - A Double Integral Example, Part 2 of 2. In this video, I do the integration of the integral we produced in part 1.

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Uploader Comments (patrickJMT)

  • I am Big Fan of yours!

  • @kwanylongy ha, a fan. never in this lifetime did i think i would have 'fans'. it blows my mind :)

  • @patrickJMT

    Never? Well I hear your name thrown around in my Calc class all the time. YEA. You got fans alright. This guys one of them. Thanks!

  • @CrazyApe360 : ) you are very welcome

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  • i wish you were teaching my class ! :(

  • Great! thank you

  • Cheer bo! I dunno how to thank you for putting up these videos! Keep up the awsum wrk!

  • God sent you to me.

  • u are amazing!

  • @Wacko375 This is probably too late of a response, but you would just find a function of u with respect to v, in this case u = 1-v, and that would be the new limit of integration for du. Then, just do a limit of integration for dv from 0 to 1. The inner integrals should be functions, while the outermost should be a number, for easiness' sake.

  • If you choose to integrate with respect to u first instead, are the limits for u and v still the same?

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