The revenue and cost functions for the sale of a particular product are given below (where x represents a number of units sold): R(x)=-1/2x^2 + 10x + 50, C(x)=2x+10 a.) Find the profit function P(x) for the amount of profit earned from the sale of x units b.) Find break-even quantity and explain its meaning c.) Find the marginal profit equation and use it to estimate the profit earned from the sale of the 15th unit

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