Answer:
Current yield=5.6%
Explanation:
<em>The current yield is the proportion of the current price of a bond earned as annual interest payment.</em>
<em>Current yield = annual interest payment/bond price</em>
<em>Annual interest payment = coupon rate × face value</em>
= 5.44% × $2000
= $108.8
Current yield
= annual interest payment/price
= $(108.8/1,930.36) × 100
= 5.6%
Note we used the annual interest payment nothwithstanding that interests are paid semi-annually
<span>Inez is still obligated to accept delivery of the boat because it is still the boat that she contracted out and built to the specifications that she requested. Just because it was contracted out to another company doesn't mean that she didn't get what she wanted for the price she wanted. If she didn't have a specific design then she might have an argument, however she did and it was built to that design specs.</span>
Answer:
Between 7.8 and 12 Years
Explanation:
The modified duration of a portfolio is defined as a weighted average in the modified duration of an individual bonds. Therefore it will lie between the extreme values of the modified duration of the bonds in portfolio so that the weights are all positive.
In the context, the modified duration lies between 7.8 years and 12 years as the modified duration would always lie between the lowest modified duration and the highest modified duration of any bonds in a portfolio. Therefore the weights are value that will lie between these two years.
Answer:
The athlete with equal installments got the better deal.
Explanation:
Two athletes each sign 10-year contracts for $80 million.
In one case, we’re told that the $80 million will be paid in 10 equal installments.
In the other case, the $80 million will be paid in 10 installments, but the installments will increase by 5 percent per year.
The one with equal installments will get $8 million every year.
But the one with increasing installments will get smaller payments initially as his payments were to be increased by 5% each year.
Though the total value of both the annuities will remain the same.