Answer:
c. Optimum replacement interval (ORI)
Explanation:
Optimum replacement interval used to estimate the most cost effective time to replace an asset on the basis of their replacement cost.
There needs to be a balance between the replacement cost and the value that is being lost by changing the asset.
The useful value must be low to justify replacement cost.
For example if the cost of maintaining a machine has increased a lot as a result of wear and tear, it will be more cost effective to make a replacement in order to minimise cost and increase efficiency
Answer:
$778.05625
Explanation:
The computation of the amount of repayment is shown in the attachment below:
Given that
Proceeds for year 4 through 9 at $2Z, $3Z
The Principal of the loan amount = $10,000
Interest rate = 7% per year
Based on the given information, the value of Z or the amount of repayment is
= Principal of the loan amount ÷ Total annuity
= $10,000 ÷ 12.85254119
= $778.05625
Answer:
The firm will realize $1,640,000 on the sale net of the cost of hedging.
Explanation:
Answer:
$250
This because out of the total surplus, the surplus left after being received by the consumer goes to the producer.
Explanation:
Data provided in the question:
Price of tomato = $10
Equilibrium quantity = 50 tomatoes
Consumer surplus = $400
Total surplus = $650
Now,
The producer surplus = Total surplus - Consumer surplus
= $650 - $400
= $250
This because out of the total surplus, the surplus left after being received by the consumer goes to the producer.
Hi
The answer is : A
Resource use, production, and distribution of goods and services.
I hope that's help:)
