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Multiple Integrals 14: Area between a Circle and a Cardioid

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Uploaded by on Feb 26, 2008

Putting our new found methods into use, we find the area of a region between a Circle and a Cardioid.

For a more in depth look at multiple integrals or other calculus related topices, please visit www.gaussianmath.com

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Uploader Comments (donylee)

  • man u should talk about 3 or 4 variables i.e. 3D & 4D multipule integrals..

    I love your vid's. its good to see your energy you bring to the lessons

  • Yup, I did give that some thought. I found this really classic question involving the calculation of a multiple integral over a n-dimension simplex using the Jacobian.

    Maybe I should post that up.

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All Comments (19)

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  • @MrDj2976 the irony in this comment is funny

  • tydonny

  • now*

  • damit, not this seems slow cuz i watched the last one sped up

  • why do you dance?

  • This is sooo great. You explain things very well. I love how you talk fast... Cuz I wanna learn fast! haha

    Great videos I love them

  • your so annoying and hopeless

  • really helpful, thanks very much!

  • What would the theta limits be if you had to find the area between the two functions, in the 4th and 1st quadrants?

  • Thanks

    Greetings from University of Texas

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