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Table goes with questions A AND B Average Total Cost Number of Beds Q=100 Q=200 Q=300 Q=400 Q=500 50 $250 $200 $350 $500 $900 100 $300 $180 $150 $200 $400 150 $500 $270 $120 $150 $180 200 $700 $400 $200 $100 $110 The fixed input by which the size of hospitals is often determined is number of beds
Table goes with questions A AND B
Average Total Cost
Number of Beds Q=100 Q=200 Q=300 Q=400 Q=500
50 $250 $200 $350 $500 $900
100 $300 $180 $150 $200 $400
150 $500 $270 $120 $150 $180
200 $700 $400 $200 $100 $110
The fixed input by which the size of hospitals is often determined is number of beds. The table above shows the short-run average total cost associated with four different-sized hospitals (50, 100, 150, and 200 beds). For each hospital size, short-run average total cost is based on how many patients are admitted per week (for instance, a hospital with 150 beds and Q=100 patients admitted per week has short-run average total cost of $500). Consider a 100-bed hospital that admits 300 patients per week.
A. What is the hospital?s short-run average total cost per patient?
1) $180
2) $120
3) $400
4) $150
B) Suppose the hospital expects admissions to increase to 400 patients per week over the long run. As a result, in the long run, we would expect the hospital to have _ beds.
1) 150
2) 50
3) 100
4) 200
Expert Solution
A)
Answer:
The correct option is 4, and the average total cost is $150 by observation.
The table given provides information about the average total costs at the combination of bets and the number of patients.
From the table, the ATC is $150 as the 100 beds in the second row, and the 300 patients are 3rd column, so the ATC is $150
==========
B
Answer:
The correct option is four, which is 200 beds.
In the long run, hospitals can expand, and it will grow and decrease the average total cost per patients to a minimum, so the minimum average total cost at 400 patients is $100.
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