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G = 2xy + x+ 1(80 - 4x - 3y) a. Express the first order conditions for utility maximization in matrix form. b. Use Cramer's

G = 2xy + x+ 1(80 - 4x - 3y) a. Express the first order conditions for utility maximization in matrix form. b. Use Cramer's rule to solve for the optimal values of x, y, 1. Round to one decimal if necessary c. Check that the second order conditions for constrained utility maximization are satisfied with the bordered Hessian

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