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Assume that a demand equation is given by x= 9000-100p Find the marginal revenue for the given production levels (values of x)

Solve the demand equation for p and use R(x)=xp

(A) 3000 units

(B) 4500 units

(C) 6500 units

What is the marginal revenue function for R’(x)?

R’(x) = ◴

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