XYZ Clinic offers a dentistry treatment.
You are the manager, the owner asks you how much to charge to
maximize profits.
The demand curve for the treatments and their total costs are given
in table 1.
a. For each level of output, calculate total revenue, marginal
revenue, average cost, and marginal cost.
b. What is the profit-maximizing level of output for the treatments
and how much will the firm earn in profits?
Table 1
Quantity
Price Total Revenue Marginal
Revenue Total
Cost Marginal Cost
Average Cost
0
575
8500.00
20
500
10000.00
30
450
12000.00
40
400
14500.00
50
350
17500.00
60
300
21000.00
70
250
25500.00
80
200 32000.00
Quantity |
Price |
Total Revenue |
Marginal Revenue |
Total Cost |
Marginal Cost |
Average Cost |
Profit |
0 |
575 |
0 |
8500 |
-8500 |
|||
20 |
500 |
10000 |
500 |
10000 |
75 |
500.00 |
0 |
30 |
450 |
13500 |
350 |
12000 |
200 |
400.00 |
1500 |
40 |
400 |
16000 |
250 |
14500 |
250 |
362.50 |
1500 |
50 |
350 |
17500 |
150 |
17500 |
300 |
350.00 |
0 |
60 |
300 |
18000 |
50 |
21000 |
350 |
350.00 |
-3000 |
70 |
250 |
17500 |
-50 |
25500 |
450 |
364.29 |
-8000 |
80 |
200 |
16000 |
-150 |
32000 |
650 |
400.00 |
-16000 |
a. Total Revenue (Quantity*Price), Marginal Revenue (Change in total revenue/change in quantity), and Marginal Cost (Change in total cost/Change in Quantity), Average cost (Total cost/Quantity) are shown in the table above
b. Profit gets maximised where MC=MR and it is at quantity 40 and profit is $ 1500
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