If the effective annual yield on a bond is equal to the bondʹs coupon rate, the bond will have a market value that is equal to the principal value of the bond. Option B. This is further explained below.
<h3>What is a bond?</h3>
Generally, a Bond is simply defined as fixed-income investments such as bonds that reflect a loan from an investor to a borrower, often a corporation or the government.
In conclusion, In this case, the bond's market value will be equal to the principal value of the bond. if the bond's effective yearly yield is equal to the bond's coupon rate
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Since the preferred stocks are cumulative in nature, the dividend amount not paid in the current year will be accumulated and paid in the next year.
Preferred dividend to be paid in 2017 = Value of preferred stock x Dividend rate
= (4700 x $50) x 5%
= 11750
Dividend to be paid in 2018 = same as 2017 as no new preferred stock issued
= 11750
Total dividend to be paid in 2018 = Dividend to be paid in 2018 + Dividend to be paid in 2017 – Dividend paid in 2017
= 11750 +11750 -7900
= $15600
Utilitarianism is a personal moral philosophy which id being used in this scenario.
<h3>What is Utilitarianism?</h3>
This is the morality that advocates actions that foster happiness or pleasure and maximizes wellbeing of individuals.
The manager believing that the benefits of a choice exceed the costs is ethicalk as result of her having more profit which will maximize the company' wellbeing.
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Answer:
10%
Explanation:
Since the bond is selling at a discount, it means that the coupon rate is blow the market rate, so the actual rate must be higher. Since there is only one option with an interest rate above 9%, we must check to see if it works.
10% yearly interest rate = 5% semiannual interest rate
we must determine the PV of the 20 coupons paid and the face value at maturity.
to calculate the PV of the 20 coupons ($45 each) we can use an excel spreadsheet and the NPV function with a 5% discount rate: PV of the coupons = $560.80
the PV of the face value in 10 years = $1,000 / 1.05²⁰ = $376.89
the present value of the coupons and the bond at maturity = $560.80 + $376.89 = $937.69. The PV using a 5% semiannual rate is very similar to $937.75, and since the question asked us to round up to the nearest whole percent, we can assume it is correct.
Since he is 35 and lives in the United States we would need to know if he has been a resident within the United States for at least 14 years, and if he was a natural born citizen of the U.S.A.<span />
