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Given, marginal Revenue function MR = 9 – 4x2
Revenue function, R = ∫(MR) dx + k
R = \(\int\)(9 - 4x2)dx + k
R = 9x - 4/3x3 + k
Since R = 0 when x = 0, k = 0
R = 9 x - 4/3 x3
Demand funcatiuon P = R/x
P = 9 - 4/3x2
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