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SAT, 09.02.2022 16:30 leloobey

A company produces cars at three different plants in amounts x, y and z, respectively, producing an annual revenue of f(x, y, z) = x 2 yz βˆ’ 2(x + y + z). The company is to produce 100 units annually. How should the production be distributed to maximize the revenue? solve this problem by using the lagrange multiplier method.

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