Answer: $34.33
Explanation:
From the question, we are informed that bond has a par value of $1,000, a current yield of 6.84 percent, and semiannual coupon payments and that the bond is quoted at 100.39.
Thee amount of each coupon payment goes thus:
We have to calculate the bond price which will be:
= $1000 × 100.39%
= $1000 × 1.39
= $1003.9
It should be noted that the current yield is calculated as the annual coupon amount divided by the bond price. This will be:
6.84% = annual coupon amount ÷ $1003.9
Annual coupon amount = $1003.9 × 6.84%
= $1003.9 × 0.0684
= $68.67
Each coupon amount will now be:
= $68.67/2
= $34.33
I believe this illustrates <span>sales-oriented pricing
The purpose of </span><span>sales-oriented pricing is to increase the total market shares that the company has for a certain type of product.
Large market shares means that the company had the most awareness and obtain a certain advantage compared to other competitors.</span>
Answer:
Statement 2 is true and 1 is false ( C )
Explanation:
From the statements given above we can deduce that statement 2 is true while statement 1 is false and this is because there isn't one pure Nash Equilibrium in a pure strategy game that will solve the game as portrayed in statement 1, instead there will be two(2) pure Nash equilibrium.
Answer:
D
Explanation:
The risk premium is the difference in interest rate between two parties. It can also be defined as the overprice that a country pays to be financed by markets, in comparison with other country. The risk premium is popular in the bonds market. For example, country A has bond interest rate of 4% and country B has bond interest rate of 6%, the risk premium is the difference between both interest rates: 2%. We can conclude that country B is riskier than country A because it offers a reward to investors (2% more) to acquire their debt.
According to this, the risk premium is the maximum amount that a decision maker needs to compensate risk. The risk premium is defined by how risky a country is. (I would say that it is the minimum amount needed to compensate risk, but this is the answer that better fits with the risk premium definition).
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