Question

In: Economics

The accompanying table presents the expected cost and revenue data for the Tucker Tomato Farm. The Tuckers produce tomatoes in a greenhouse and sell them wholesale in a perfectly competitive market.

The accompanying table presents the expected cost and revenue data for the Tucker Tomato Farm. The Tuckers produce tomatoes in a greenhouse and sell them wholesale in a perfectly competitive market.

1. Fill in the firm’s marginal cost, average variable cost, average total cost, and profit schedules.(Round to two digits after the decimal point)

2. If the Tuckers are profit maximizers, how many tomatoes should they produce when the market price is $500 per ton? Indicate their profits.

3. Indicate the firm’s output level and maximum profit if the market price of tomatoes increases to $550 per ton.

4. How many units would the Tucker Tomato Farm produce if the price of tomatoes fell to $450 per ton? What would be the firm’s profits? Should the firm stay in business in the short-run? Explain.

Cost and Revenue Schedules for Tucker Tomato Farm, Inc.

 

Output

 

Total

 

Price

 

Marginal

 

Average

 

Average

 

Profit

 

(Tons Per

 

Cost

 

per Ton

 

Cost

 

Variable

 

Total Cost

 

(Loss)

 

Month)

             

Cost

       
 

0

$1,000

$500

---

---

---

   
 

1

1,200

500

               
 

2

1,350

500

               
 

3

1,550

500

               
 

4

1,900

500

               
 

5

2,300

500

               
 

6

2,750

500

               
 

7

3,250

500

               
 

8

3,800

500

               
 

9

4,400

500

               
 

10

5,150

500

               
                           

Solutions

Expert Solution

Q TC P MC AVC ATC Profit
0 1000 500 -1000
1 1200 500 200 200.00 1200.00 -700
2 1350 500 150 175.00 675.00 -350
3 1550 500 200 183.33 516.67 -50
4 1900 500 350 225.00 475.00 100
5 2300 500 400 260.00 460.00 200
6 2750 500 450 291.67 458.33 250
7 3250 500 500 321.43 464.29 250
8 3800 500 550 350.00 475.00 200
9 4400 500 600 377.78 488.89 100
10 5150 500 750 415.00 515.00 -150

Profit = P x Q - TC

MC (nth unit) = TC (n units) - TC ((n-1) units)

AVC = VC/Q and ATC = TC/Q

VC = TC - FC (FC = 1000)

2)

Profit would be maximized when P > = MC for the last quantity produced

Q = 7 when P = 500

Profit = 250

3) P = 550

Q = 8 (same criteria as above)

Profit = 550 x 8 - 3800 = 600

4) P = 450

Q = 6 and Profit = - 50

Firm would stay in the business in the short run because P > min AVC (shutdown point) and it is able to recover some of its fixed costs.


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