You have acquired a new CT scanner at a cost of $750,000. You expect to perform 7,000 procedures per year over the estimated 5-y
1 answer:
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Answer:
a. Profit; $520
b. Firms will enter; Left
c. Zero profits or normal profits
Explanation:
A restaurant is operating in a monopolistic competitive market.
The restaurant is producing 260 meals per day.
This is the profit maximizing level of output where the marginal cost is equal to marginal revenue.
The average total cost at this point is $10.
The price level is $12.
The profit or loss to the restaurant will be equal to the difference between total revenue and total cost.
a. Profit
= Total Revenue - Total cost
= $12 260 - $10
260
= $3,120 - $2,600
= $520
b. This supernormal profit will attract other firms to enter the market, as a result the market share of existing firms will decline. The demand curve of the restaurant will move to the left.
c. In the long run, the firms in a perfectly competitive market earn only zero economic profits as positive profits attract new firms and negative profits cause the firms to leave.
So the restaurant will have zero or normal profits in the long run.
Answer:
(1) 2,28 units
(ii) 1,414 units
(iii) Minimum stock is less than EOQ.
Explanation:
(1) Units Ordered each time
where,
A = Annual Requirement =40,000 Units
O = Ordering Cost = $200 Per unit
Minimum Stock for lead time:
= (40,000 Units × 10) ÷ 365
= 1096 (Approximately)
C=Annual Carrying cost per unit = $40 × 10% × 1/2
= 2
= 2828 Units
(2) Average Inventory = EOQ ÷ 2
= 2828 Units ÷ 2
= 1,414 Units
(3) If the Lead time Increase 10 to 15 days:
Minimum Stock Need to be Maintained:
= Avg Daily Demand × Lead time
= (40,000 Units ÷ 365) × 15
= 1,644 Units
Minimum Stock is Less the EOQ , then Increasing Lead time to 15 Days Does not Have effect on EOQ.