Question: Consider the following optimize /(x, y) = 4x + 3y? - 25.7x - 11 3y + 73.7 subject to o(x, v) = 3x + y


Consider the following optimize /(x, y) = 4x + 3y? - 25.7x - 11 3y + 73.7 subject to o(x, v) = 3x + y = 7 () Write the Lagrange system of partial derivative equations. (Enter your answers as a comma separated list of equations. Used to represent the Lagrange multiplier) 8x - 25.7 =32, 6y - 11.3 =2 X (b] Locate the optimal point of the constrained system. (Round all values to three decimal places.) (c) Identify the optimal point as either a maximum point or a minimum point. O maximum minimum
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