Example of Chain Rule for Partial Derivatives

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Multivariable Calculus: Find del w/del s and del w/del t if w(x, y) = x^2 - y^2, x(s,t) = cos(s+3t) and y(s,t) = sin(s+3t). We verify the answer by using double angle formulae for sine and cosine.

For more videos like this one, please visit the Multivariable Calculus playlist at my channel.
  1. MathDoctorBob
  2. Multivariable
  3. calculus
  4. several
  5. variables
  6. chain
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Комментарии
Автор

@hvhfyjtdhf You're welcome! I'm actually a bigger fan of functional strength training these days. Lots of pushups. - Bob

MathDoctorBob
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You're welcome! You mean meatheads like us. It takes me a while, but I get there sooner or later. - Bob

MathDoctorBob
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hey doc... this video was helpful... but plz giv a detailed xplaination to the rule u hav used... the chain rule for generic fuction...
suppose we need to differential f(u, v) where u=f(x, y) and v=f(x, y)

inspiredrabbits
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Did he solve for s, or is that implicit

Jeanjuan