Partial Derivatives using Chain Rule
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Need help finding partial derivatives of attached problems.
Find three partial derivatives of the function r with respect to x, y, and z
1. r = uvw − u^2 − v^2 − w^2 where u = y + z, v = x + z,w = x + y
2. r = p / q + q / s + s / p where p = e^yz, q = e^xz, s = e^xy
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Solution Summary
Two multivariable formulas are given and partial derivatives of both are found using the chain rule.
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