A 4.5% coupon U.S. Treasury bond pays interest on April 15 and October 15 and is traded for settlement on July 20. What is the accrued interest on a $200,000 face amount of this bond?
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- Assume that today is November 15, 2016 and there are exactly 4 six-month time periods remaining until maturity for a 30-year US Treasury bond that was originally issued on November 15, 1988. The bond matures on November 15, 2018. The bond’s coupon is 8.50%. Coupons are paid semi-annually. The yield to maturity is 0.67%. The bond’s principal is $1,000. Using the PVA formula, what is the current price of the bond? Begin with the general formula. Show all your work. Is the bond priced at a premium, discount, or at par? And, why? ExplainOn July 1, 2014, The Govemment of Canada issues a 30-year real return bond with a 4.5% semi-annual coupon. The consumer price index (CPI) on that date is 103.15. What is the face value and coupon payment on this bond on July 1, 2017, if the CPI on that date is 109.37? O A. face value $1031.50; coupon payment $23.21 DB. face value $1093.70; coupon payment $23.86 DC. face value $1060.30; coupon payment $23.86 OD. face value $1093.70; coupon payment $24.61 DE. face value $1060.30; coupon payment $24.61A $1,000 par value bond with a fixed 10% rate of interest pays coupons semiannually. What amount will the bondholder receive on the bond’s maturity date?
- A 6% German corporate bond is priced for settlement on 18 June 2015. The bond makes semiannual coupon payments on 19 March and 19 September of each year and matures on 19 September 2026. The corporate bond uses the 30/360 day-count convention for accrued interest. Calculate the full price, the accrued interest, and the clean price per EUR100 of par value for three stated annual yields-to-maturity: (A) 5.80% (B) 6.00% (C) 6.20%A 6% German corporate bond is priced for settlement on 18 June 2015. The bond makes semiannual coupon payments on 19 March and 19 September of each year and matures on 19 September 2026. The corporate bond uses the 30/360 day-count convention for accrued interest. Calculate the full price, the accrued interest, and the clean price per EUR100 of par value for three stated annual yields-to-maturity: (A) 6.20%A bond issued on February 1, 2004 with face value of $26600 has semiannual coupons of 9%, and can be redeemed for par (face value) on February 1, 2020. What is the accrued interest and the market price (the "clean" price) of the bond on November 15, 2006, if the bond's yield on that date is to be 11% ? (use actual/actual for accrued interest). accrued interest and market price (in that order),
- A bond has a $1,000 face value, a market price of $1,045, and pays semiannual payments of $42.25 each. What is the coupon rate? A. 6.76 percent B. 7.00 percent C. 7.12 percent D. 8.45 percent E. 8.64 percentA 6-year bond pays interest of $80 annually and sells for $975. What is its coupon rate, current yield, and yield to maturity?Imagine a 4 year bond issued by the Treasury with a nominal value of 1000€ and 2,5% coupon paid annually. Calculate the price of the bond (€), on the same day of issuance, knowing that the relevant interest rate for the discount is 1,9% Round to the closest second decimal.
- A 12-year U.S. Treasury bond with a face value of $1,000 pays a coupon of 6.00% (3.000% of face value every six months). The reported yleld to maturity is 5.6% (a six-month discount rate of 5.6/2 = 2.8%). a. What is the present value of the bond? b. If the yleld to maturity changes to 1%, what will be the present value? c. If the yield to maturity changes to 8%, what will be the present value? d. 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.) a. Present value b. Present value c. Present value d. Present valueA bond has a semi-annual coupon payment of $16.6 . What is the coupon RATE? Convert to a percent. Round to 2 decimal places. Include a dollar sign ($) or percent (%) as appropriate. (NOTE: the coupon RATE is given annually, yet the coupon PAYMENT is semi-annual.) Answer:A 15-year Treasury bond is issued with face value of $1,000, paying interest of $46 per year. If market yields increase shortly after the T-bond is issued, what is the bond’s coupon rate? (Enter your answer as a percentage rounded to 1 decimal place.) Coupon rate ?%