Use the Chain Rule to find the Partial Derivatives
Автор: Jonathan Walters
Загружено: 2019-09-10
Просмотров: 4852
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Use the Chain Rule to find the indicated Partial Derivatives.
Here the function is T = v/(2u+v).
However the variables u and v are actually functions of p, q, and r.
Thus, T is really a function of p, q, and r itself and can be differentiated with respect to each of these variables.
We do this and evaluate at a point (2,1,4).
I hope this video helps clarify the steps to using the multivariable chain rule an evaluating it at a particular point.
Thanks for watching!
-dr. Dub
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