24. Jacinda’s company is a monopoly that faces inverse demand P
= μ- dQ, where μ and d are positive numbers. The monopolist’s
marginal revenue function is
a . M R = μ - d Q .
b. MR=μ–Q.
c. MR=μ–2dQ . d. MR=μ/Q–d.
To find marginal revenue function, we have to first find total revenue function, which is a product of price and quantity i.e. P*Q.
We will multiply the above equation by Q, to find total revenue function
We will differentiate the above equation with respect to Q to find marginal revenue function,
Hence, the correct answer is Option C i.e. .
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