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What is price and quantity to maximize total revenue

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A firm has demand function of P=100-Q ($) and total cost function of TC=500+ 4Q+Q2 ($).

a. Is this firm a perfect competitive firm? Why?

b. What is price and quantity to maximize total revenue? What is that maximum total revenue?

c. What is price and optimal quantity to maximize profit? What is that maximum total profit ?

d. Asume government imposes a tax of 8 $ per unit of good sold, what is price and optimal quantity that gives the firm maximum profit? What is this maximum profit?

e. Asume government imposes a fixed tax of 100 $, what is price and optimal quantity that gives the firm maximum profit?

Problem 3:

A monopoly has a demand function of P=15-Q ($) and total cost function of TC= 7Q ($)

a. What is price and optimal quantity that gives the firm maximum profit? Using Lerner indicator (L) to identify market power of this firm?

b. What is price and optimal quantity for society (for perfect competitive market)? Identify dead-weight loss (DL) created by this firm?

Reference no: EM132511793

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