Question: Repeat Exercise 56 for the function Data from Exercises 56 Let F(x, y) = x 2 + 2xy y 2 . a. If F(x,

Repeat Exercise 56 for the function


F(x, y) = xex + y X + x ln(x + y)



Data from Exercises 56


Let F(x, y) = x2 + 2xy − y2.


a. If F(x, y) = k for constant k, use the method of implicit differentiation developed in Chapter 2 to find.


b. Find the partial derivatives Fx and Fy and verify that


image

F(x, y) = xex + y X + x ln(x + y)

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