In: Economics
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3. George has a monopoly on burrito sales in a small town in Kansas. The burritos cost him a constant $5 each to produce. He faces following demand schedule for his product:
Price |
Quantity Demanded |
$30 |
0 |
$25 |
1 |
$20 |
2 |
$15 |
3 |
$10 |
4 |
$5 |
5 |
$0 |
6 |
First of all calculate the Total revenue then Marginal revenue. Refer the attached picture
In case of monopoly the monopolist maximizes profit at MR =MC
Refer the above table at a price of $ 15, MR = MC. Therefore, the monopolist maximizes profit by charging a price = $ 15 and Quantity = 3 units.
Profit = TR -TC = $ 15 × 3 - $ 5 × 3 = $ 30
Price = $ 15 per unit
Quantity = 3 units
Profit = $ 30
In case of perfect competition George will charge different price from all the individuals. The output will be equal to the output of perfect competition.
Total output = 5 units
Dead weight loss = 0
Consumer surplus = 0
Producer surplus = (1/2)×(30-5)×5 = $ 62.5
Total surplus = $ 62.50
Total revenue = $ 87.50
Society is better of under price discrimination since the output is equal to the perfectly competitive market. The dead weight loss is zero. And the firm is operating at its maximum output level.
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