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Suppose that you have the production function given by f(z) - A(2) + h(2) where fi , fare strictly increasing, differentiable, decreasing returns to scale,

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Suppose that you have the production function given by f(z) - A(2) + h(2) where fi , fare strictly increasing, differentiable, decreasing returns to scale, and concave. Which of the following could be an optimal profit maximizing input? Where the output price is p the price of input one is un and the price of input one is way P P 05 -W1w 25

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