1. Assume a total cost function c(q) = 750 + 5q. The inverse demand function that the firm %3! faces is p =285 - 4q, where prices and costs are measured in dollars. a. Let assume that the firm is required by law to set its production level q determined by price equal to its marginal costs. In another word, the firm is a perfect competitor. How much profit the firm will lose? b. Assume now that the firm can charge a monopoly price, what is the price going to be and what is the profits? Compare the profit level from question a and b and explain what cause the difference.
1. Assume a total cost function c(q) = 750 + 5q. The inverse demand function that the firm %3! faces is p =285 - 4q, where prices and costs are measured in dollars. a. Let assume that the firm is required by law to set its production level q determined by price equal to its marginal costs. In another word, the firm is a perfect competitor. How much profit the firm will lose? b. Assume now that the firm can charge a monopoly price, what is the price going to be and what is the profits? Compare the profit level from question a and b and explain what cause the difference.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![1. Assume a total cost function c(q) = 750 + 5q. The inverse demand function that the firm
faces is p =285 - 4q, where prices and costs are measured in dollars.
a. Let assume that the firm is required by law to set its production level q determined by
price equal to its marginal costs. In another word, the firm is a perfect competitor.
How much profit the firm will lose?
b. Assume now that the firm can charge a monopoly price, what is the price going to be
and what is the profits?
c. Compare the profit level from question a and b and explain what cause the difference.
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2f39a5a7-b91c-42c9-b143-7a3444ccdfbf%2F37478ba6-d40f-4e5b-a185-68cafa281911%2Fu95kb7_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Assume a total cost function c(q) = 750 + 5q. The inverse demand function that the firm
faces is p =285 - 4q, where prices and costs are measured in dollars.
a. Let assume that the firm is required by law to set its production level q determined by
price equal to its marginal costs. In another word, the firm is a perfect competitor.
How much profit the firm will lose?
b. Assume now that the firm can charge a monopoly price, what is the price going to be
and what is the profits?
c. Compare the profit level from question a and b and explain what cause the difference.
%3D
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