The amount is computed as shown below:
= Annual amount / interest rate
= USD 10,000 / 0.08
= USD 125,000
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06-(10%) If you are offered a perpetuity bond with annual payments of USD 10.000 pa that...
You are offered a security that will pay $3,000 a year for twenty years and, also, $100,000 at the end of twenty-year period (last payment is $3,000 + $100,000). You did some research and found that if you invest in a similar risk security you can get a 9% annual return. What is the maximum amount you will be willing to pay for such a security? If you learn that this security will actually pay $3,000 a year in perpetuity...
For the bond problem, assume interest payments are on an annual basis. Go to Table 10-1, which is based on bonds paying 10 percent interest for 20 years. Assume interest rates in the market (yield to maturity) decline from 11 percent to 8 percent: a. What is the bond price at 11 percent? b. What is the bond price at 8 percent? c. What would be your percentage return on investment if you bought when rates were 11 percent and...
an increasing perpetuity immediate makes annual payments. the first payment is 100 and each subsequent payment is larger than the preceding payment by an amount X. based on an annual effective interest rate of 10%, the present value of the perpetuity at time 0 is one half of its present value at time 20. what is rhe value of x?
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A 10-year corporate bond has a coupon rate of 21% with annual payments. If interest rates rise to 8% on similar bonds, then what is the value of the bond in the marketplace? A 10-year corporate bond has a coupon rate of 21% with quarterly payments. If interest rates rise to 8% on similar bonds, then what is the value of the bond in the marketplace? A 100-year corporate bond has a coupon rate of 21% with annual payments. If...
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No
excel solutions please. Thank you
) Consider a perpetuity, which make payments twice a year. The first-year payments are 5 at time 0.5 years and 5 at time 1, next year they are 10 at time 1.5 years and 10 at time 2, in the third year the payments are 15 at time 2.5 years and 15 at time 3, and so on. The annual interest rate is 8% nominal convertible semiannually. Find the present value of this perpetuity...