Find the marginal revenue if the revenue function for a product is R(x)=(60x^2)/2x+1

R(x)=(60x^{2})/(2x+1)

MR = [(2x+1) 120x – 60x^{2}(2)]/(2x+1)^{2} = (120x^{2}+120x)/(2x+1)^{2}

= 120 (x+1)/(2x+1)^{2} is the answer

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