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Assume that a firm has the following short-run production function: q (L) = 412 - -13 The firm must pay each unit of labor (L)

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Assume that a firm has the following short-run production function: q (L) = 412 - -13 The firm must pay each unit of labor (L) a wage of w = 48 dollars. If the firm is going to maximize profits by producing a strictly positive level of output (q > 0) in the short-run, what is the lowest amount of output the firm would produce? Minimum q = units of output

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