a) Assume a perfectly competitive firm’s total cost (TC) for different levels of output Q is given by:
Q- a) Assume a perfectly competitive firm’s total cost (TC) for different levels of output Q is given by:
Q TC
0 50
1 100
2 140
3 170
4 190
5 210
6 230
7 260
8 300
9 350
10 410
At a price of $35 how many units will be produced in the short run? At this price how many units will be produced in the long run?
TC- 50,100
Marginal cost (MC) = Change in TC / Change in Q
Q | TC | MC | TR = $35 x Q | Profit = TR - TC |
0 | 50 | 0 | -50 | |
1 | 100 | 50 | 35 | -65 |
2 | 140 | 40 | 70 | -70 |
3 | 170 | 30 | 105 | -65 |
4 | 190 | 20 | 140 | -50 |
5 | 210 | 20 | 175 | -35 |
6 | 230 | 20 | 210 | -20 |
7 | 260 | 30 | 245 | -15 |
8 | 300 | 40 | 280 | -20 |
9 | 350 | 50 | 315 | -35 |
10 | 410 | 60 | 350 | -60 |
A perfectly competitive firm maximizes proft by equating Price with MC. From above table,
When Q = 7, Price = $35 and MC = $30, and when Q = 8, Price = $35 and MC = $40. Since the firm will produce when Price > MC, the corresponding short-run output is 7 units with P = $35 and MC = $30.
When Price = $35, firm is making negative profit (Loss) at every output level, so nothing will be produced in long run since firm will exit the market.
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