A company employed a cost accountant who developed two functions to describe the operation of a firm.He found out that the marginal revenue function was governed by MR=25-5x-2x^2 and MC=15-2x-x^2. Determine the profit maximizing output and the total profit at that point
"MR=MC"
"x=2"
"TR=\\int MR=25x-5\\frac{x^2}{2}-2\\frac{x^3}{3}"
"\\pi=TR-TC=10x-1.5x^2-\\frac{1}{3}x^3=11\\frac{1}{3}"
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