Answer: b. The duration of its liabilities must equal the duration of its assets
Explanation:
Since the company wants to structure its assets and liabilities such that its equity is unaffected by interest rate risk, then the duration of its liabilities must equal the duration of its assets.
It should be noted that when the duration of its liabilities is shorter than the duration of its assets, the duration gap is positive and when there's a rise in interest rate, the worth of assets will be affected more.
When duration of its liabilities is longer than the duration of its assets, the duration gap is negative and when there's a rise in interest rate, the worth of liabilities will be affected more.
Finally, when the duration of its liabilities is equal the duration of its assets, its equity is unaffected by interest rate risk.
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Answer:
$619.75
Explanation:
This is a problem of future value with compounded interest.
The equation that describes the future value of an amount (P) deposited for a period of 'n' years at an annual rate (r) compounded quarterly is:
For a $550 investment at 4% per year for 3 years, the future value is:
In 3 years, Jose will have $619.75 available towards the down payment for his motorcycle.
Answer:
B. Budgetary.
Explanation:
They are used to do that because the range of variance could be from -10% to +20%.
Although this, it is not accurate enough to provide a solid basis for a firm commitment because it only represents an approximation of what is need to be done.
I hope this answer helps you.
Answer: $4,800
Explanation:
First find the Annual holding cost:
= Average inventory * Cost of holding a unit
= 500/2 * 1 * 12 months
= $3,000
Then find the Annual ordering cost:
= Expected units to be sold/ Units ordered * Ordering cost
= 9,000/500 * 100
= $1,800
Annual Inventory cost = Annual holding cost + Annual ordering cost
= 3,000 + 1,800
= $4,800
