Question

suppose a competitive firm has the following cost: PART 2 This cost table is related to...

suppose a competitive firm has the following cost:

PART 2

This cost table is related to a competitive firm.

Q. TFC TVC TC AVC    ATC MC

0    30   NA    NA NA

1 50

2 66

3 80

4 90

5 100

6 114

7 131.2

8 150

9 190

Using this table above, answer the following questions.

6 Complete the table above.

7 Plot ATC, AVC, and MC in one diagram.

8 What is the shutdown price?

9 At a price of $18.8 how much should the firm produce to maximize profit?

10 At a price of $18.8 calculate its profit.

please show mw how you got the result not only the answer. thank you

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Answer #1

6.Ans:

Q TFC TVC TC AVC ATC MC
0 30 0 30 NA NA NA
1 30 20 50 20 50 20
2 30 36 66 18 33 16
3 30 50 80 16.67 26.67 14
4 30 60 90 15 22.5 10
5 30 70 100 14 20 10
6 30 84 114 14 19 14
7 30 101.2 131.2 14.46 18.74 17.2
8 30 120 150 15 18.75 18.8
9 30 160 190 17.78 21.11 40

Explanation:

Fixed costs are available even at zero level of output and remain constant throughout the subsequent level of production. In the above table , fixed cost is $30. The following formulas are used to calculate the missing numbers in the table.

TC = TFC + TVC

AVC = TVC / Q

ATC = TC / Q

MC = ∆ TC / ∆ Q

7.Ans: The following diagram shows ATC curve , AVC curve and MC curve.

55 50 45 40 35 30 ATC, AVC & MC AVC 25 ATC 20 MC un 10 5 0 0 1 2 3 10 4 5 6 7 8 9 QUANTITY

8.Ans: The shut down price is $14

Explanation:

Under perfect competiton , the shut down point occurs where price equals to the average variable cost ( P = AVC) or price is less than average variable cost ( P < AVC) . This is at the minimum point on AVC curve.

9.Ans: At a price of $18.8 , the firm should produce 8 units to maximize profits.

Explanation:

Under perfect competition , the profit maximization condition is where price equals marginal cost ( P = MC). In the above scenario , the profit maximizing level of output is 8 units where price equals marginal cost ( P = MC).

10.Ans: At a price of $18.8 , its profit is $0.40

Explanation:

Profit / Loss  = Total Revenue - Total cost

At a price of $18.8 , its profit = $150.40 - $150 = $0.40

Q TFC TVC TC AVC ATC MC TR Profit/Loss
0 30 0 30 NA NA NA 0 -30.00
1 30 20 50 20 50 20 18.80 -31.20
2 30 36 66 18 33 16 37.60 -28.40
3 30 50 80 16.67 26.67 14 56.40 -23.60
4 30 60 90 15 22.5 10 75.20 -14.80
5 30 70 100 14 20 10 94.00 -6.00
6 30 84 114 14 19 14 112.80 -1.20
7 30 101.2 131.2 14.46 18.74 17.2 131.60 0.40
8 30 120 150 15 18.75 18.8 150.40 0.40
9 30 160 190 17.78 21.11 40 169.20 -20.80
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