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Derivative practice two ways Find the indicated derivative
Chapter 11, Problem 36E(choose chapter or problem)
QUESTION:
Derivative practice two ways Find the indicated derivative in two ways:
a. Replace x and y to write z as a function of t and differentiate.
b. Use the Chain Rule.
\(z^{\prime}(t), \text { where } z=\ln (x+y), x=t e^{t} \text {, and } y=e^{t}\)
Questions & Answers
QUESTION:
Derivative practice two ways Find the indicated derivative in two ways:
a. Replace x and y to write z as a function of t and differentiate.
b. Use the Chain Rule.
\(z^{\prime}(t), \text { where } z=\ln (x+y), x=t e^{t} \text {, and } y=e^{t}\)
ANSWER:Solution 36E
Step 1 of 2