SOLVED:Average and marginal profit Let C(x) represent the cost of producing x items and p(x) be the sale price per item if x items are sold. The profit P(x) of selling x items is P(x)=x p(x)-C(x) (revenue minus costs). The average profit per item when x items are sold is P(x) / x and the marginal profit is dP/dx. The marginal profit approximates the profit obtained by selling one more item, given that x. items have already been sold. Consider the following cost functions C and price functions p
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