12. MR=MC RULE
–Firm produces the last unit of output for
which MR > MC
–It only applies if MR > AVC
–It applies for all market structures
–It is P=MC under perfect competition
PROFIT MAXIMIZATION IN THE SHORT RUN:
MARGINAL-REVENUE–MARGINAL-COST
APPROACH
12
13. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
13
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
14. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
14
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
15. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
15
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
16. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
16
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
17. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
17
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
18. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
18
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
19. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
19
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
20. SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
20
(1)
Total
Product
(Output)
(2)
Average
Fixed Cost
(AFC)
(3)
Average
Variable
Costs (AVC)
(4)
Average
Total Cost
(ATC)
(5)
Marginal
Cost
(MC)
(5)
Price =
Marginal
Revenue
(MR)
(6)
Total
Economic
Profit (+)
or Loss (-)
0 $-100
1 $100.00 $90.00 $190 $90 $131 -59
2 50.00 85.00 135 80 131 -8
3 33.33 80.00 113.33 70 131 +53
4 25.00 75.00 100.00 60 131 +124
5 20.00 74.00 94.00 70 131 +185
6 16.67 75.00 91.67 80 131 +236
7 14.29 77.14 91.43 90 131 +277
8 12.50 81.25 93.75 110 131 +298
9 11.11 86.67 97.78 130 131 +299
10 10.00 93.00 103.00 150 131 +280
22. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$131
FIGURE 9.3 SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
MR = MC
22
23. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$131
SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
MR = MC
23
24. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$131
SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
MR = MC
A=$97.78
24
25. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$131
SHORT-RUN PROFIT-MAXIMIZING FOR A FIRM IN A PERFECTLY
COMPETITIVE INDUSTRY
MR = MC
A=$97.78
Economic Profit
25
26. LOSS-MINIMIZING CASE
● Suppose the market price is $81 rather
than $131.
– Still produce because P > minAVC
– This loss is less than FC
– Losses at a minimum where MR=MC
● The profit-seeking producer should
always compare MR (or price under
PROFIT MAXIMIZATION IN THE SHORT RUN:
MARGINAL-REVENUE–MARGINAL-COST
APPROACH
26
27. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320
27
28. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320
28
29. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320
29
Minimizing losses
Do not shut down
30. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320
30
31. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320 31
32. SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
(1)
Total
product /
output
(2)
Average
fixed
cost, AFC
(3)
Average
variable
cost,
AVC
(4)
Average
total
cost, ATC
(5)
Marginal
cost, MC
(6)
P=$81
marginal
revenue,
MR
(7)
Profit (+)
or loss
(–), $81
price
(8)
P=$71
marginal
revenue,
MR
(9)
Profit (+)
or loss
(–), $71
price
0 $– 100 $–100
1 $100.00 $90.00 $190.00 $ 90 $81 – 109 $71 –119
2 50.00 85.00 135.00 80 81 – 108 71 –128
3 33.33 80.00 113.33 70 81 – 97 71 –127
4 25.00 75.00 100.00 60 81 – 76 71 –116
5 20.00 74.00 94.00 70 81 – 65 71 –115
6 16.67 75.00 91.67 80 81 – 64 71 –124
7 14.29 77.14 91.43 90 81 – 73 71 –143
8 12.50 81.25 93.75 110 81 – 102 71 –182
9 11.11 86.67 97.78 130 81 – 151 71 –241
10 10.00 93.00 103.00 150 81 – 220 71 –320
32
NOT minimizing
losses
33. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
33
34. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
34
35. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$81
A=$91.67
V = $75
SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
35
36. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
Loss
MR = P
MC
AVC
ATC
P=$81
A=$91.67
V = $75
SHORT-RUN LOSS-MINIMIZING POSITION OF A FIRM IN A
PERFECTLY COMPETITIVE INDUSTRY
36
37. Cost
and
Revenue
$200
150
100
50
0
1 2 3 4 5 6 7 8 9 10
Output
MR = P
MC
AVC
ATC
P=$71
V = $74
Short-Run Shut Down Point
P < Minimum AVC
$71 < $74
THE SHORT-RUN SHUTDOWN POSITION OF A FIRM IN PERFECT
COMPETITION
37
43. ● Firm’s short-run supply curve is the portion of its
MC curve above minimum AVC
– Firm will not produce at prices below its
minimum AVC
– Quantity supplied increases as price increases
– Economic profit is higher at higher prices
– The P=MC rule is the key
MARGINAL COST AND SHORT-RUN SUPPLY
43
44. Price
Quantity
Supplied
Maximum Profit (+)
Minimum Loss (-)
$151 10 $+480
131 9 +299
111 8 +138
91 7 -3
81 6 -64
71 0 -100
61 0 -100
THE SUPPLY SCHEDULE OF A COMPETITIVE FIRM
WITH THE COST DATA IN FIGURE 9-3
44
#3:We will be discussing all four of these market models, but first we will start with pure competition. From the continuum, you can see that we are starting at one extreme of the possible market models. The other market models will be discussed in future chapters.
#13:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#14:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#15:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#16:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#17:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#18:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#19:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#20:Compare MC and MR at each level of output. The firm should continue to expand output as long as MR is greater than MC. The firm will maximize profits by producing the last unit of output where MR still exceeds the MC, or where MR=MC. At the tenth unit MC exceeds MR. Therefore, the firm should produce only nine units to maximize profits.
#21:Figure 8.3 shows the short-run profit maximization for a purely competitive firm. The MR=MC output enables the purely competitive firm to maximize profits or to minimize losses. In this case, MR (=P in pure competition) and MC are equal at an output, Q, of 9 units. At this output, P equals $131 and exceeds the average total cost, and A = $97.78, so the firm realizes an economic profit of P - A per unit. The total economic profit is represented by the green rectangle and is (Price - ATC) * 9.
#22:Figure 8.3 shows the short-run profit maximization for a purely competitive firm. The MR=MC output enables the purely competitive firm to maximize profits or to minimize losses. In this case, MR (=P in pure competition) and MC are equal at an output, Q, of 9 units. At this output, P equals $131 and exceeds the average total cost, and A = $97.78, so the firm realizes an economic profit of P - A per unit. The total economic profit is represented by the green rectangle and is (Price - ATC) * 9.
#23:Figure 8.3 shows the short-run profit maximization for a purely competitive firm. The MR=MC output enables the purely competitive firm to maximize profits or to minimize losses. In this case, MR (=P in pure competition) and MC are equal at an output, Q, of 9 units. At this output, P equals $131 and exceeds the average total cost, and A = $97.78, so the firm realizes an economic profit of P - A per unit. The total economic profit is represented by the green rectangle and is (Price - ATC) * 9.
#24:Figure 8.3 shows the short-run profit maximization for a purely competitive firm. The MR=MC output enables the purely competitive firm to maximize profits or to minimize losses. In this case, MR (=P in pure competition) and MC are equal at an output, Q, of 9 units. At this output, P equals $131 and exceeds the average total cost, and A = $97.78, so the firm realizes an economic profit of P - A per unit. The total economic profit is represented by the green rectangle and is (Price - ATC) * 9.
#25:Figure 8.3 shows the short-run profit maximization for a purely competitive firm. The MR=MC output enables the purely competitive firm to maximize profits or to minimize losses. In this case, MR (=P in pure competition) and MC are equal at an output, Q, of 9 units. At this output, P equals $131 and exceeds the average total cost, and A = $97.78, so the firm realizes an economic profit of P - A per unit. The total economic profit is represented by the green rectangle and is (Price - ATC) * 9.
#26:In the short run the firm only has two choices: produce or shut-down. There is not enough time in the short run for the firm to get out of business. Given these options, sometimes the firm will produce, but still make a loss. In these situations, the loss from producing is smaller than the loss if the firm shut-down so this is the firm’s best choice.
#27:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#28:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#29:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#30:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#31:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#32:Click on P=$81 to go to the related graph (Slide 17)
Click on P=$71 to go to the related graph (Slide 18)
#33:Figure 9.4 shows the short-run loss minimization for a purely competitive firm. If price, P, exceeds the minimum AVC (here $74 at Q = 5) but is less than ATC at the MR = MC output (here 6 units) then the firm will earn losses, but it will produce. In this instance the loss is P - A per unit, where A is the average total cost at 6 units of output and price equals $81. The total loss is shown by the red area and is equal to (P–ATC)*6.
Click on the arrow to go back to slide 16.
#34:Figure 9.4 shows the short-run loss minimization for a purely competitive firm. If price, P, exceeds the minimum AVC (here $74 at Q = 5) but is less than ATC at the MR = MC output (here 6 units) then the firm will earn losses, but it will produce. In this instance the loss is P - A per unit, where A is the average total cost at 6 units of output and price equals $81. The total loss is shown by the red area and is equal to (P–ATC)*6.
Click on the arrow to go back to slide 16.
#35:Figure 9.4 shows the short-run loss minimization for a purely competitive firm. If price, P, exceeds the minimum AVC (here $74 at Q = 5) but is less than ATC at the MR = MC output (here 6 units) then the firm will earn losses, but it will produce. In this instance the loss is P - A per unit, where A is the average total cost at 6 units of output and price equals $81. The total loss is shown by the red area and is equal to (P–ATC)*6.
Click on the arrow to go back to slide 16.
#36:Figure 9.4 shows the short-run loss minimization for a purely competitive firm. If price, P, exceeds the minimum AVC (here $74 at Q = 5) but is less than ATC at the MR = MC output (here 6 units) then the firm will earn losses, but it will produce. In this instance the loss is P - A per unit, where A is the average total cost at 6 units of output and price equals $81. The total loss is shown by the red area and is equal to (P–ATC)*6.
Click on the arrow to go back to slide 16.
#37:This graph shows the short-run shutdown case for a purely competitive firm. If price, P (here equal to $71), falls below the minimum AVC (here $74 at Q = 5), the competitive firm will minimize its losses in the short run by shutting down. There is no level of output at which the firm can produce and incur a loss smaller than its total fixed cost. In other words, the $100 fixed cost is the minimum possible loss.
Click on the arrow to go back to slide 16. Click anywhere else to go to slide 19.
#44:There is a relationship between price and quantity supplied. Since P=MR for the competitive firm, the profit maximization rule MR=MC will yield the short run supply curve. The short run supply curve is the part of the MC that lies above the AVC curve. The schedule shows the quantity a firm will produce at a variety of prices
#45:The schedule shows the quantity a firm will produce at a variety of prices. Firms continue to follow the profit-maximizing rule and produce where MR=MC. They will produce as long as the price is greater than the minAVC.
#46:The schedule shows the quantity a firm will produce at a variety of prices. Firms continue to follow the profit-maximizing rule and produce where MR=MC. They will produce as long as the price is greater than the minAVC.
#47:The schedule shows the quantity a firm will produce at a variety of prices. Firms continue to follow the profit-maximizing rule and produce where MR=MC. They will produce as long as the price is greater than the minAVC.