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  1. Exactly double its inputs.

104. Refer to Scenario 3. Which of the following combinations of inputs is on the isoquant to produce 400 units of output? L = 100, K = 100

Short-Answer PROBLEMS

105. Complete the following table:

Total

Variable

Fixed

Marginal

Output

Cost

Cost

Cost

Cost

0

50

1

60

2

75

3

100

4

150

5

225

6

400

Solution:

Total

Variable

Fixed

Marginal

Output

Cost

Cost

Cost

Cost

0

50

0

50

–

1

60

10

50

10

2

75

25

50

15

3

100

50

50

25

4

150

100

50

50

5

225

175

50

75

6

400

350

50

175

106. Complete the following table:

Total

Variable

Fixed

Marginal

Output

Cost

Cost

Cost

Cost

0

60

1

10

2

90

3

20

4

80

5

180

6

50

Solution:

Total

Variable

Fixed

Marginal

Output

Cost

Cost

Cost

Cost

0

60

0

60

–

1

70

10

60

10

2

90

30

60

20

3

110

50

60

20

4

140

80

60

30

5

180

120

60

40

6

230

170

60

50

107. Complete the following table (round each answer to the nearest whole number):

Total

Variable

Fixed

Marginal

Average

Avg. Var.

Avg. Fixed

Output

Cost

Cost

Cost

Cost

Cost

Cost

Cost

0

30

1

35

2

60

3

110

4

200

5

320

6

600

Solution:

Total

Variable

Fixed

Marginal

Average

Avg. Var.

Avg. Fixed

Output

Cost

Cost

Cost

Cost

Cost

Cost

Cost

0

30

0

30

–

–

–

–

1

35

5

30

5

35

5

30

2

60

30

30

25

30

15

15

3

110

80

30

50

37

27

10

4

200

170

30

90

50

43

8

5

320

290

30

120

64

58

6

6

600

570

30

280

100

95

5

108. Complete the following table (round each answer to the nearest whole number):

Total

Variable

Fixed

Marginal

Average

Avg. Var.

Avg. Fixed

Output

Cost

Cost

Cost

Cost

Cost

Cost

Cost

0

1

5

2

30

3

13

4

105

10

5

110

6

50

Solution:

Total

Variable

Fixed

Marginal

Average

Avg. Var.

Avg. Fixed

Output

Cost

Cost

Cost

Cost

Cost

Cost

Cost

0

40

0

40

–

–

–

–

1

45

5

40

5

45

5

40

2

60

20

40

15

30

10

20

3

79

40

40

19

26

13

13

4

105

65

40

26

26

16

10

5

150

110

40

45

30

22

8

6

200

160

40

50

33

27

7

109. Trisha believes the production of a dress requires 4 labor hours and 2 machine hours to produce. If Trisha decides to operate in the short run, she must spend $500 to lease her business space. Also, a labor hour costs $15 and a machine hours costs $35. What is Trisha's cost of production as a function of dresses produced?

Solution: Since the production of a dress requires spending $60 for labor and $70 for machine hours, Trisha's cost function is:

110. A firm's total cost function is given by the equation:

TC = 4000 + 5Q + 10Q2.

(1) Write an expression for each of the following cost concepts:

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