Question: Given (x, y) = 2.25xy + 1.75y 1.5x 2 2y 2 Construct and solve a system of linear algebraic equations that maximizes (x).

Given

ƒ(x, y) = 2.25xy + 1.75y – 1.5x2 – 2y2

Construct and solve a system of linear algebraic equations that maximizes ƒ(x). Note that this is done by setting the partial derivatives of ƒ with respect to both x and y to zero.

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