Suppose that in a monopoly market the total cost per week of producing

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Suppose that in a monopoly market the total cost per week of producing a high tech product is given by C(x) =3600+100x+2x^2. Suppose further that the weekly demand function for this product is p=500-2x. Find the number of units that will give the break even points for the product. Find the number of units that will give maximum profit.

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