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Delicious77 [7]
3 years ago
7

The effective interest amortization method: Multiple Choice Allocates bond interest expense over the bond's life using a changin

g interest rate. Allocates bond interest expense over the bond's life using a constant interest rate. Allocates a decreasing amount of interest over the life of a discounted bond. Allocates bond interest expense using the current market rate for each interest period. Is not allowed by the FASB.
Business
1 answer:
Alex_Xolod [135]3 years ago
5 0

Answer:

The correct option is B,allocates bond interest expense over the bond's life using a constant interest rate.

Explanation:

Assuming a bond was issued for $20,000,000 with stated interest rate(coupon interest rate) of 5% and yield to maturity of 7%,in calculating the bond interest expense,we simply apply the  yield to maturity of 7% to the bond outstanding balance in each year.

From the above, it is clear that the percentage applied to bond outstanding balance over relevant years remains the same,hence option B is absolutely correct

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<span>According to Roosevelt, good trust stayed within reasonable bound whereas, "bad" trust hurt societies general welfare. Roosevelt insisted that it was essential to make the distinction between the two because he had a strong preference to regulate corporations for the public welfare rather than destroy them.</span>

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3 years ago
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1. Which of the following is NOT a reason why employees lose their jobs?
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Which of the following is a deductible loss for income tax purposes?
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d. Net long-term capital losses in excess of $3,000.

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3 years ago
You want to invest $20,000 today to accumulate $32,000 for graduate school. If you can invest at an interest rate of 10% compoun
uranmaximum [27]

Answer:

N = 5 years

Explanation:

At first we have to calculate the number of periods to determine at which part of the table we should look at.

Given,

PV = $20,000

FV = $32,000

Interest rate, i = 0.10 (10%)

Number of periods, n = ?

We know, Future value, FV = PV × (1+i)^{n}

or, $32,000 = $20,000 × (1 + 0.10)^{n}

or, 1.6 = 1.10^{n}

As the factor is 1.6, we will look at the following image which is the FV factor table to find the number of periods.

We can find it in a different way too.

log 1.6 = n log 1.10

or, n = \frac{log 1.6}{log 1.10}

or, n = 4.93 years

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what is an everyday example of scarcity that demonstrates why scarcity is a basic economic problem that faces society?
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