Separation of Variables

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Uploaded by on Sep 21, 2007

Visit http://www.allaboutmormons.com to learn about Mormons.

This clip created by KC Kern. http://bookofmormononline.net/

A cheesy video made for my [KC Kern's] calculus class showing the process of separating variables.

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Comedy

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Standard YouTube License

  • likes, 7 dislikes

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Uploader Comments (AllAboutMormons)

  • The solution should not be the sum of two exponential functions. When you solve for y, you get: y = exp(2x^2 + c), which reduces to

    y = exp(2x^2)*exp(c) instead of

    y = exp(2x^2)+exp(c). Since exp(c) is just some constant, you can rewrite the solution as

    y = C*exp(2x^2).

  • That may very well be true, but could you explain that in cartoon form? :) Just kidding. I didn't make the video, I just posted it with permission from the author. :)

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All Comments (7)

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  • This video was absolutely ridiculous, but it helped. Thank you, haha

  • great video

  • yesss

  • That is true in algebra but in calculus the "C" should always be treated as a separate term because the antiderivative of any function will always be indefinite unless a definite interval is defined. That is why when you perform e^(2x^2+C), it will always be e^(2x^2) + e^C. since e^C is a constant, you can just simply call it C. simply put, y = e^(2x^2) + C.

  • Woah! That freaked me out when y started talking. I didn't see his mouth at first.

  • No, that's cool. The video was fun. I support anything that makes math more appealing to a wider audience.

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