A monopolist has the following marginal revenue function MR = 1,600 - 20Q, and marginal cost function MC = 200 + 30Q and faces the following the demand curve p 1200-10Q. And the total cost function is TC= 200Q+15Q². Q refers to the number of units produced by the monopolist. Find the profit maximizing quantity (in number of units produced) for this monopolist. The result should be an integer number, no decimals (e.g. if the result is 3.65 write 4, if the result is 3.64, write 3). = Your Answer:

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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A monopolist has the following marginal revenue function MR = 1,600 - 20Q, and
marginal cost function MC = 200 + 30Q and faces the following the demand curve p
1200-10Q. And the total cost function is TC= 200Q+15Q². Q refers to the
number of units produced by the monopolist. Find the profit maximizing quantity (in
number of units produced) for this monopolist. The result should be an integer
number, no decimals (e.g. if the result is 3.65 write 4, if the result is 3.64, write 3).
=
Your Answer:
Transcribed Image Text:A monopolist has the following marginal revenue function MR = 1,600 - 20Q, and marginal cost function MC = 200 + 30Q and faces the following the demand curve p 1200-10Q. And the total cost function is TC= 200Q+15Q². Q refers to the number of units produced by the monopolist. Find the profit maximizing quantity (in number of units produced) for this monopolist. The result should be an integer number, no decimals (e.g. if the result is 3.65 write 4, if the result is 3.64, write 3). = Your Answer:
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