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Question: A manufacturer is limited by the firm’s production facilities to an output of at most 125 units per day. The daily cost C and revenue R from the production and sale of X units are given as C(x) = 3x2 -750 x + 100 & R(x) = 50x - x2. If all units produced are sold, find how many units should be manufactured daily to maximize profit?

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  • Category:- Algebra
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