For each of the bonds and reinvestment rates listed below calculate the amount of money accumulated at the end from a $1000 initial investment. Assume annual compounding. Invest $1000 in a 5- year zero coupon bond with a yield to maturity of 9 percent.
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- For each of the bonds and reinvestment rates listed below calculate the amount of money accumulated at the end from a $1000 initial investment . Assume annual compunding .with a yield to immaturity Invest $1000 in a 5years zero coupon bond of 9percentA person purchased a 10-year, 5 percent coupon (semiannual payments) bond for $1,050.00, what is the (annual) yield-to-maturity? Show the steps in solving it using Financial Calculator.Consider a 10-year bond with a face value of $1,000 that has a coupon rate of 5.5%, with semiannual payments. a. What is the coupon payment for this bond? b. Draw the cash flows for the bond on a timeline
- A bond certificate with a value of P 1,081,038.07 has a par value of P 1,000,000.00 and a redemption price of P 1,030,000.00 at the end of 10 years . If the bond rate is 9% . Calculate the yield that the investor obtained from his investment .For a company, you plan to buy the following bond: Time to maturity, 6 years; coupon rate, 8%; Coupon payment, annual; Market interest rate, 8%; Face value, $1,000. Using Excel, calculate the duration of the bond. Using Excel, calculate the accumulated value of invested payment(or receipt) when you find market interest rate a year later is now 8%, 9%, and 7%, respectively. Using Excel, calculate geometric average rate of return (or realized compound return).Assume that you purchase a five-year, $1,000 par value bond, with a 6 percent coupon and a yield of 7 percent. Immediately after you purchase the bond, yields rise to 8 percent and remain at that level to maturity. Calculate the realized horizon yield if you hold the bond to maturity. Interest is paid annually.
- Determine the coupon rate on a $50,000 bond with an annual coupon payment of $2,800.What is the yield to maturity on the following bonds; all have a maturity of 10 years, a face value of $1,000, and a coupon rate of 9 percent (paid semiannually). The bonds’ current market values are $945.50, $987.50, $1,090.00, and $1,225.875, respectively.Assume that you purchase a 5-year $1,000 par value bond, with a 6% coupon, and a yield of 7%. Immediately after you purchase the bond, yields rise to 8% and remain at that level to maturity.Calculate the realized horizon yield if you hold the bond to maturity. Interest is paid annually. Please show all calculations
- Consider two bonds. The first is a 6% coupon bond with six years to maturity, and a yield to maturity of 4.5% annual rate, compounded semi-annually. The second bond is a 2% coupon bond with six years to maturity and a yield to maturity of 5.0%, annual rate, compounded semi-annually. a. Draw a cash flow diagram for each bond. b. Calculate the current price per $100 of face value for each bond.Calculate the prices of the following bonds. Assume the face value in each case is $1 000. c)A 12% p.a. coupon rate, 20 years to maturity and a yield of 10% p.a.Calculate the Macaulay convexity of a ten-year 6% $1,000 bond having annual coupons and a redemption of $1,100 if the yield to maturity is 7%. (Round your answer to three decimal places.)