Redemption value is calculated using FV function in Excel :
rate = 6%/2 (converting annual yield into semiannual yield)
nper = 12 * 2 (12 years to maturity with 2 semiannual coupon payments each year)
pmt = 100 * 7% / 2 (semiannual coupon payment = face value * coupon rate / 2)
pv = -115.84 (Price of bond. This is entered with a negative sign because it is a cash outflow to buy the bond).
FV is calculated to be $114.99. This is the redemption value.
4.1.2 Atwelve-year 100 par value bond pays 7% coupons semiannually. The bond is priced at 115.84...
7. A $20,000 par value bond matures on January 1, 2020. The bond pays coupons at the annual rate of 7%, payable semiannually (every January 1 and July 1 until maturity). The nominal annual yield to maturity is 10% compounded semiannually. Find the price of the bond on August 25, 2005. Solve this problem theoretically.
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A coupon bond with a par value of $1,000 and a 10-year maturity pays semiannual coupons of $21. (a) Suppose the yield for this bond is 4% per year compounded semiannually. What is the price of the bond? (b) Is the bond selling above or below par value? Why?
18. Bill buys a 10-year 1000 par value 6% bond with semi-annual coupons. The price assumes a nominal yield of 6%, compounded semi-annually. As Bill receives each coupon payment, he immediately puts the money into an account earning interest at an annual effective rate of i. At the end of 10 years, immediately after Bill receives the final coupon payment and the redemption value of the bond, Bill has earned an annual effective yield of 7% on his investment in...
Consider a $3000 par value bond that pays 5 annual coupons at a nominal rate of 4% compounded annually. Suppose that the bond was purchased for $2981.91. a) Price using the Method of Averages yield = $ ____ b) Rate of Change of Price (to 2 decimals) using the Method of Averages yield = $ ____ per % change
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