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Assume that the cost data in this table are for a purely competitive producer:At

ID: 1256952 • Letter: A

Question

Assume that the cost data in this table are for a purely competitive producer:At a product price of $20.00 how much economic profit can be achieved at each level of output? What about at $14 and $8?

Total

Product

Average

Fixed Cost

Average

Variable Cost

Average

Total Cost

Marginal

Cost

0

20

1

$50.00

$20.00

$70.00

12

2

25

16.00

41.50

8

3

16.66

13.34

26.00

8

4

12.50

11

23.50

4

5

10.00

9.60

19.60

6

6

8.34

9.00

17.34

10

7

7.14

9.14

16.28

16

8

6.26

10.00

16.26

28

9

5.56

12.00

17.56

42

10

5.00

15.00

20.00

Total

Product

Average

Fixed Cost

Average

Variable Cost

Average

Total Cost

Marginal

Cost

0

20

1

$50.00

$20.00

$70.00

12

2

25

16.00

41.50

8

3

16.66

13.34

26.00

8

4

12.50

11

23.50

4

5

10.00

9.60

19.60

6

6

8.34

9.00

17.34

10

7

7.14

9.14

16.28

16

8

6.26

10.00

16.26

28

9

5.56

12.00

17.56

42

10

5.00

15.00

20.00

Explanation / Answer

A pure competitor maximizes profit by equating price with MC.

So,

(a) When P = 20, MC = 20 at Q = 1.

Profit = Q x (P - ATC) = 1 x $(20 - 70) = 1 x - $50 = - $50 (Loss)

(b) When P = MC = $14, Q = 8 (closest value)

Profit = 8 x $(14 - 16.26) = 8 x - $2.26 = - $18.08 (loss)

(c) When P = MC = 8, Q = 4

Profit = 4 x $(8 - 23.50) = 4 x - $15.50 = - $62

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