Question: Suppose that w = x 2 - y 2 + 4z + t and x + 2z + t = 25. Show that the equations
Suppose that w = x2 - y2 + 4z + t and x + 2z + t = 25. Show that the equations
each give ∂w/∂x, depending on which variables are chosen to be dependent and which variables are chosen to be independent. Identify the independent variables in each case.
dw ax = = 2x 1 and aw ax = = 2x2
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ANSWER The partial derivative of w with respect to x denoted by wx represents the rate of change of ... View full answer
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