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In a shop, the revenue and the cost of a product are determined by R(x) = 22x and C(x) = 2x +2x+1, respectively. If
In a shop, the revenue and the cost of a product are determined by R(x) = 22x and C(x) = 2x +2x+1, respectively. If X represents the number of products, how many products should the shop sell to maximize the profit?
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