The table below indicates the total weekly costs of operating an X-ray clinic at different volumes of output (i.e., X-rays).
# of X-rays |
Total Operating |
Average Total Cost |
Marginal Cost |
0 |
9,200 |
||
20 |
16,300 |
||
40 |
22,350 |
||
60 |
28,800 |
||
80 |
34,400 |
||
100 |
45,200 |
||
120 |
58,000 |
-Do the necessary calculations to enter the correct amounts in the last two columns. Remember, marginal cost is defined as the extra cost of providing the service to one more patient.
-What is the fixed cost of running the X-ray clinic? How do you know?
-Given the fixed cost above, what is the total variable cost of providing 80 X-rays? What is the average variable cost at that output level?
Following is the complete table -
Output | Total Operating Cost | Average Total Cost | Marginal Cost |
0 | 9200 | - | - |
20 | 16300 | 815 | 355 |
40 | 22350 | 558.75 | 302.50 |
60 | 28800 | 480 | 322.50 |
80 | 34400 | 430 | 280 |
100 | 45200 | 452 | 540 |
120 | 58000 | 483.33 | 640 |
The total cost at the zero level of output is the fixed cost. Also, fixed cost remains same at each level of output.
The total operating cost at zero level of output (X-rays) is $9,200.
So, the fixed cost is $9,200.
Total cost of 80-X rays = 34400
Fixed cost of 80 X-rays = 9200
Total variable cost = TC - FC = 34400 - 9200 = 25200
The Total Variable Cost of providing 80 X-rays is $25,200.
AVC = TVC/Q = 25200/80 = 315
The average variable cost at that level of output is $315.
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