?Find \(\partial z / \partial s\) and \(\partial z / \partial t\) in two ways: by using

Chapter 12, Problem 10

(choose chapter or problem)

Find \(\partial z / \partial s\) and \(\partial z / \partial t\) in two ways: by using the Chain Rule, and by first substituting the expressions for \(x\) and \(y\) to write \(z\) as a function of \(s\) and \(t\). Do your answers agree?
                   

                                   \(z=x^{2} \sin y, x=s^{2} t, y=s t\)

Equation Transcription:

Text Transcription:

partial z/partial s

partial z/partial t

x

y

z

s

t

z=x^2 sin⁡ y, x=s^2 t, y=st