Let, the Semi annual equivalent YTM = x
Hence, (1+x)^2-1=5%
or, x= 2.47%
Now, Below is the cash flow for the above bond:
| Semi-Annual | Coupon Payment | Prinicipal Payment | Present Value (Cash Flow/(1+Interest Rate)^Period) |
| 1 | 20.00 | - | 19.52 |
| 2 | 20.00 | - | 19.05 |
| 3 | 23.75 | - | 22.07 |
| 4 | 23.75 | - | 21.54 |
| 5 | 23.75 | - | 21.02 |
| 6 | 23.75 | - | 20.52 |
| 7 | 23.75 | - | 20.02 |
| 8 | 23.75 | 1,000.00 | 842.24 |
| Total | 985.98 |
Hence, the maximum price you are willing to pay is $985.98
Primson Corp has floating rate notes outstanding that pay semi-annually and will mature in 4 years. The interest ra...
THOAITIUm price you are willing to pay? Brighton, Inc. has bonds outstanding that will mature 12 years from today with a coupon interest rate of 6% paid semi-annually. If investors require 5% YTM for the next 3 years and 6% thereafter, what is the maximum price you are willing to pay?
2. You have $200,000 to invest in Stock D, Stock E, and a risk-free asset. You must invest all of your money. Your goal is to create a portfolio that has an expected return of 15 percent If D has an expected return of 18 percent and a beta of 1.50, E has an expected return of 15.2 percent and a beta of 1.15, and the risk-free rate is 6 percent, and if you invest $60,000 in Stock D, how...
2. You have $200,000 to invest in Stock D, Stock E, and a risk-free asset. You must invest all of your money. Your goal is to create a portfolio that has an expected return of 15 percent If D has an expected return of 18 percent and a beta of 1.50, E has an expected return of 15.2 percent and a beta of 1.15, and the risk-free rate is 6 percent, and if you invest $60,000 in Stock D, how...
A corporation has an outstanding bond with the following characteristics: Coupon Rate 6.0% Interest Payments Semi-Annually Face Value $1,000 Years to maturity 20 Current market value $854.64 What is the yield to maturity (YTM) for this bond? **Please show how you got the answer**
Fashion Wear has bonds outstanding that mature in 11 years, pay interest annually, and have a coupon rate of 6.45 percent. These bonds have a face value of $1,000 and a current market price of $994. What is the company’s pretax cost of debt? What is the company’s aftertax cost of debt if the tax rate is 21 percent? Pretax cost of debt = yield to maturity = 6.53% Aftertax cost of debt: 5.16% Please check the answers and show...
Xcel Energy has $300 million of 6.5% coupon bonds outstanding. The bonds mature in 2036 (assume exactly 18 years from today), have a face value of $1,000, pay interest semi-annually and are currently priced at $1,325.72. What is this bond’s current YTM? Show as a % to two decimal places. If market rates for bonds of this quality and maturity change to 4.10% what will the bond’s price change to?
1) Investment X for 100,000 is invested at a nominal rate of interest, j, convertible semi-annually. After four years, it accumulates to 214,358.88. Investment Y for 100,000 is invested at a nominal rate of discount, k, convertible quarterly. After two years, it accumulates to 232,305.73. Investment Z for 100,000 is invested at an annual effective rate of interest equal to j in year one and an annual effective rate of discount equal to k in year two. Calculate the value...
A 6.9% coupon bearing bond pays interest semi-annually and has a maturity of 19 years. If the current price of the bond is $968.17, what is the yield to maturity of this bond? (Answer to the nearest tenth of a percent, e.g. 12.34%) 5 points QUESTION 16 A bond has a coupon rate of 6.20% and pays interest semi-annually. If the bond has a maturity of 25 years and is currently priced at $819.53, what is the annual yield...
Carla Vista, Inc., has bonds outstanding that will mature in 8 years. The bonds have a face value of $1,000. These bonds pay interest semiannually and have a coupon rate of 4.6 percent. If the bonds are currently selling at $895.92, what is the yield to maturity that an investor who buys them today can expect to earn? YTM? EAY?
Crane, Inc., has outstanding bonds that will mature in six years and pay an 8 percent coupon semiannually. If you paid $1,066.74 today and your required rate of return was 6.0 percent What is the worth of the bond? Did you pay the right price?