The marginal revenue of a company is given by MR-40 +60 +
602, where Q is the number of units sold for a period. Find the total revenue
function if at Q-0 total revenue is equal to 0.
TR=∫MRdQ=∫0Q(40Q2+60Q+602)dQ=40Q3/3+30Q2+602QTR=\int MRdQ=\int^Q_0(40Q^2+60Q+602)dQ=40Q^3/3+30Q^2+602QTR=∫MRdQ=∫0Q(40Q2+60Q+602)dQ=40Q3/3+30Q2+602Q
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