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Line Integral - Green's Theorem

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Uploaded by on Sep 4, 2007

A short introduction to Green's Theorem which concerns turning a closed loop integral into a double integral given certain conditions.

Check out www.gaussianmath.com for an indepth study and more calculus related lessons.

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Uploader Comments (donylee)

  • donylee, thank you so much for making these videos. You expain things so much clearer than my professor. i'll be taking differential equations next semester sooooo...yeah

  • Not a problem.

    Come December, I'm going to do a series on partial differential equations and surface integrals. Stay in tune!

    Much clearer than your professor ... I'm honoured. Though I must say my knowledge as a whole is no where near 'professor' status.

Top Comments

  • So this is a nonsimple closed curve, okay?

    Let's call this the curve C, okay?

    C is neither in the exterior or interior, okay?

    Green's Theorem which says this, okay?

    Piecewise and smooth, okay?

    Vector field F, okay?

    Very important, okay?

    Line integral, okay?

    I'm just messing with you. Nice video!

  • Thank you Dony Lee! I was doing a mathproject on Calculus project and was confused with Green's Theorem, thanks for clearing it up. Your lectures are clearer than all of the websites I've visited pertaining to this topic.

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All Comments (52)

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  • Still confused

  • a lot of actions though it's not boring and well explained.. :) ty

  • Thanks! You really explained this well!

  • wow, should have looked for this about 3 days ago, thanks donylee

  • Pyrobooby's long lost brother..

  • 9:45 is that a fire alarm?

  • Thanks a lot man

  • good job .....gr8 respect for u ....dony !!!

  • are you an underground rapper??

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