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Consider a monopolist faces a demand described by Q 100-2P and its cost function is C(Q) 20Q 10. What is the decision by the firm to maximize its profit? What is the price the firm will charge? How much profit does the firm make?

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Answer #1

1) to maximize its profit the firm will produce at a point where its marginal revenue equal its marginal cost.

2) the firm will charge a per unit price of 20. (to get the price we have to solve the above equation by equalising MR with MC.

3) the firm makes a loss of 10 here.

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