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NemiM [27]
3 years ago
11

Rolling Coast Inc. issued BBB bonds two years ago. These bonds provided a yield to maturity (YTM) of 11.5 percent. Long-term ris

k-free government bonds were yielding 8.7 percent at the time. The current risk premium on BBB bonds versus government bonds is half of what it was two years ago. If the risk-free long-term government bonds are currently yielding 7.8 percent, then at what interest rate should Rolling Coast expect to issue new bonds
Business
1 answer:
vaieri [72.5K]3 years ago
8 0

Answer: 9.2%

Explanation:

The interest rate that Rolling Coast should expect to issue new bonds will be calculated thus:

Firstly, we will calculate the previous risk premium on BBB bonds which will be:

= 11.5% - 8.7% = 2.8%

Then, the new risk premium on BBB bonds will be:

= Previous risk premium / 2

= 2.8% / 2

= 1.4%

Then, the interest rate that Rolling Coast should expect to issue new bonds will be:

= 7.8% + 1.4%

= 9.2%

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What is it about incentive systems that makes them so attractive to leaders attempting to implement organizational change
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Incentive systems are so attractive to leaders who attempt to implement organizational change because they are powerful tools that can influence and motivate workers to embrace organizational change.

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240 individuals are recruited in this trial, and the new treatment is effective on 60 of them. What is the p-value associated wi
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Answer:

Explanation:

Experiments were performed for 240 people, 60 people test positive.

Step 1: we calculate the sample proportion; p= 60/240= 0.25.

Step 2: calculate the standard error for the sample, which is the square root of sample proportion,p = p(1-p)/n, n=100

0.25(1-0.25)/100

= 0.04.

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3 years ago
Consider two companies in a world with no taxes that are alike except in borrowing choices. Company 1 has no debt​ financing, an
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Answer:

Company 1 = $2 per share

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Explanation:

Given that,

EBIT for both companies = $1,000

Number of shares outstanding for company 1 = 500

Number of shares outstanding for company 2 = 300

Interest paid by company 2 = $250

EPS for company 1:

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EPS for company 2:

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= $750 ÷ 300

= $2.50 per share

6 0
3 years ago
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