A U.S. Government T-bond matures in 12 years and has a face value of $100. The bond has a coupon rate of 3.2% paid semi-annually (the next coupon is due in 6 months). The yield on the bond is 5.9%. If coupons are re-invested at 4.2% per annum, then how much interest is earned on re-invested coupons over the life of the bond? Calculate the interest as a percentage of the total cash flows received at maturity by the bondholder. Express your answer in percentage form rounded to the nearest percerit (i.e. no decimals).
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- A U.S. Government T-bond matures in 24 years and has a face value of $100. The bond has a coupon rate of 4% paid semi-annually (the next coupon is due in 6 months). The yield on the bond is 5%. If coupons are re-invested at 2.8332% per annum, then how much interest is earned on re-invested coupons over the life of the bond? Calculate the interest as a percentage of the total cash flows received at maturity by the bondholder. Option: A. 16%, B. 17%, C. 18% & D. 19%A US government bond in the amount of $1,000 will mature in six years, has no coupon payments, and carries an interest rate of 8%. What is the value of this bond today?3. The U.S. Government has a 20-year bond that matures 20 years from now and has a face value of $1,000. The bond has a coupon rate of 3.1% per year, paid semiannually. The yield on the bond is 8%. If coupons are reinvested at 3.6% per annum, then how much interest is earned on reinvested coupons over the life of the bond? Calculate the interest as a percentage of the total cash flows received by the bondholder. What is the amount of interest earned on reinvesting the coupons? $ (Round to the nearest cent.) What percentage of the total cash flows received by the bondholder is the interest earned on the reinvested coupons? % (Round to two decimal places.)
- A 10-year government bond has face value of OR 200 and a coupon rate of 6% paid semiannually. Assume that the interest rate is equal to 8% per year. What is the bond’s price? What is the reason for the difference in price on an annual and semiannually basis? Discuss the role of financial managers.A 10-year U.S. Treasury bond with a face value of $1,000 pays a coupon of 5.5% (2.75% of face value every six months). The reported yield to maturity is 5.2% (a six-month discount rate of 5.2/2 = 2.6%). What is the present value of the bond? If the yield to maturity changes to 1%, what will be the present value? If the yield to maturity changes to 8%, what will be the present value? If the yield to maturity changes to 15%, what will be the present value? (For all requirements, do not round intermediate calculations. Round your answers to 2 decimal places.)The UK Government has issued a 25-year bond with a face value of £2,000.The semi-annually paid coupon is 5.3% per annum, and the yield to maturity(YTM) is 7%. Calculate the future value of reinvested coupons at maturity ofthe bond at 5% per annum.
- A 20-year government coupon bond has a face value of $1,000 and a coupon rate of 6% paid annually at the end of each year. Assume that the market interest rate is 8% per year. What is the bond’s PV? (You can sum the PVs for each of the coupon payments and the final $1,000, or you can use the annuity formula in the text, at p. 103, to calculate the PV of the coupon payments and save some work. If you use the annuity formula, be sure to add the PV of the final $1,000 payment to the annuity result.) Round your answer to the nearest dollar (XXX). Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism.Answer completely.You will get up vote for sure.Suppose that a 20-year government bond has a maturity value of $1000 and a coupon rate of 5%, with coupons paid semiannually. Find the market price of the bond if the yield rate is 4% compounded semiannually. (Round your answer to the nearest cent.)A coupon - paying government bond B with a face (par) value of 876 euros makes annual coupon payments at the end of each year and has a coupon rate of 2.8 percent per year. The price today of this bond is 876 euros. The risk - free yield curve is flat. The first coupon of this bond will be paid in exactly 1 year from now and in the morning. You consider a forward contract that delivers one bond B in exactly 1 year from now in the afternoon, i.e. right after the first coupon has been paid out to bondholders. What must be the no- arbitrage delivery (forward) price in this forward contract initiated today?
- A U.S. government bond matures in 10 years. Its quoted price is now 96.4, which means the buyer will pay $96.40 per $100 of the bond’s face value. The bond pays 5% interest on its face value each year. If $10,000 (the face value) worth of these bonds are purchased now, what is the yield to the investor who holds the bonds for 10 years?A 10-year government bond has a face value of £100 and an annual coupon rate of 5%. Assume that the interest rate is equal to 6% per year. (a) Calculate the bond’s present value if it pays the interest annually, and also the present value if it pays semi-annually. (b) Calculate the market price of the bond when the interest rate changes to 8% please explain it on a paper with formula, not by excel.A government bond matures in 7 years, makes annual coupon payments of 5.6% and offers a yield of 3.6% annually compounded. Assume face value is $1,000. (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places.) a. Suppose that one year later the bond still yields 3.6%. What return has the bondholder earned over the 12-month period? Rate of return b. Now suppose that the bond yields 2.6% at the end of the year. What return did the bondholder earn in this case? Rate of return