A manufacturer has determined that the revenue from the sale of tiles is given by R(x) = 34x – 0.03x2 dollars. The cost of producing x tiles in C(x) = 10,500 + 55x dollars. Find the profit function and any break-even points? Find P(200), P(400), and P(600)? Find the marginal profit function, P¢(x)? Find P¢(200), P¢(400), P¢(600)? draw the graph of P(x) and P¢(x) and explain both graphs.
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