Solved: Finding Partial Derivatives In Exercises 1316, find and using the appropriate
Chapter 13, Problem 14(choose chapter or problem)
In Exercises 13 - 16, find \(\partial w / \partial s\) and \(\partial w / \partial t\) using the appropriate Chain Rule. Evaluate each partial derivative at the given values of s and t.
Function Values
\(w=y^{3}-3 x^{2} y\) s = - 1, t = 2
\(x=e^{s}, \quad y=e^{t}\)
Text Transcription:
partial w / partial s
partial w / partial t
w = y^3 - 3x^{2} y
x = e^s, y = e^t
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