In: Economics
Total Product  | Average Fixed Cost  | Average Variable Cost  | Average Total Cost  | Marginal Cost  | 
1  | $100.00  | $17.00  | $117.00  | $17  | 
2  | 50.00  | 16.00  | 66.00  | 15  | 
3  | 33.33  | 15.00  | 48.33  | 13  | 
4  | 25.00  | 14.25  | 39.25  | 12  | 
5  | 20.00  | 14.00  | 34.00  | 13  | 
6  | 16.67  | 14.00  | 30.67  | 14  | 
7  | 14.29  | 15.71  | 30.00  | 26  | 
8  | 12.50  | 17.50  | 30.00  | 30  | 
9  | 11.11  | 19.44  | 30.55  | 35  | 
10  | 10.00  | 21.60  | 31.60  | 41  | 
11  | 9.09  | 24.00  | 33.09  | 48  | 
12  | 8.33  | 26.67  | 35.00  | 56  | 
The accompanying table gives cost data for a firm that is selling in a purely competitive market. If the market price for the firm's product is $32, the competitive firm will produce
A. 8 units at an economic profit of $16.
B. 6 units at an economic profit of $7.98.
C. 10 units at an economic profit of $4.
D. 7 units at an economic profit of $41.50.
The accompanying table gives cost data for a firm that is selling in a purely competitive market. If the market price for the firm's product is $28, the competitive firm will
A. produce 4 units at a loss of $17.40.
B. produce 7 units at a loss of $14.00.
C. shut down in the short run.
D. produce 6 units at a loss of $23.80.
The accompanying table gives cost data for a firm that is selling in a purely competitive market. If the market price for the firm's product is $12, the competitive firm should produce
A. 4 units at a loss of $109.
B. 4 units at an economic profit of $31.75.
C. 8 units at a loss of $48.80.
D. zero units at a loss of $100.
(1)
In order to maximize profit a firm produces that quantity at which P = MC and if ther eis no such quantity at which P = MC then it will produce that last quantity at which P > MC where P = price and MC = marginal. Alsi If P = MC < AVC. The this firm should shut down and produce 0 units.
Here P = 32. There is no quantity at which MC = P = 32. Last quantity at which P > MC is Q = 8. Hence he should produce 8 units.(Note P = MC > ATC > AVC. This firm should not shut down)
Profit = P*Q - ATC*Q where P = price = 32, ATC = average total cost = 30(ATC when Quantity(Q) = 8) and Q = quantity = 8.
=> Profit = 32*8 - 30*8 = 16
Hence, the correct answer is (A) 8 units at an economic profit of $16.
(2)
In order to maximize profit a firm produces that quantity at which P = MC and if ther eis no such quantity at which P = MC then it will produce that last quantity at which P > MC where P = price and MC = marginal. Alsi If P = MC < AVC. The this firm should shut down and produce 0 units.
Here P = 28. There is no quantity at which MC = P = 28. Last quantity at which P > MC is Q =7. Hence he should produce 7 units.(Note P > AVC when quantity(Q) = 7. This firm should not shut down)
Profit = P*Q - ATC*Q where P = price = 28, ATC = average total cost = 30(ATC when Quantity(Q) = 8) and Q = quantity = 7.
=> Profit = 28*7 - 30*7 = -14, means that this firm will incur a loss
Hence, the correct answer is (B) produce 7 units at a loss of $14.00.
(3)
In order to maximize profit a firm produces that quantity at which P = MC and if ther eis no such quantity at which P = MC then it will produce that last quantity at which P > MC where P = price and MC = marginal. Alsi If P = MC < AVC. The this firm should shut down and produce 0 units.
Here P = 12. Here, quantity at which MC = P = 12 is Quantity(Q) = 4.. When Q = 4, AVC = 14.25 > P . Hence, this firm should shut down and produce 0 units.
As, he is not producing anythingm thus quantity produced and sold = 0. So TR = 0. Also he is not hiring any variable input implies variable cost = 0. As Fixed cost is fixed whether he produces or not. So he will still incurr fixed cost = 100(Note when quantity = 1, then Fixed cost = AFC*Q = 100*1 = 100)
=> Profit = TR - TC = 0 - (0 + 100) = -100, means that this firm will incur a loss
Hence, the correct answer is (D) zero units at a loss of $100.