People are buying to get the annual periodic coupons along with
the par value at maturity. Coupon is coupon rate multiplied by par
value. Coupon =6.75%*1000=67.5. The price includes not only the
present value of $ 1000 at end of the maturity but also the present
value of the coupons.
The YTM of 2.43% discounts the coupons too. Since the Coupons are
received at lot earlier.
The PV of Coupons =67.5*((1-(1+2.43%)^-7)/2.43% =429.73
This value is comparable to PV of Par Value
Q. A Treasury bond with a face (or promised) value of $1,000 sold in the market for $1287.19 yesterday. At this pri...
A Treasury bond with a face(or promised) value of $1000 sold in the market for $1287.19 yesterday. at this price, the yield to maturity (ytm) was 2.43%. the bond's coupon rate is 6.75% and matures in 2026. Why would anyone in his/her sound mind buy this bond for $1287 only to be paid $1000 at maturity but many people did? explain why?
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Intro A bond has an annual coupon rate of 4.1%, a face value of $1,000, a price of $1,121.27, and matures in 10 years. Attempt 1/10 for 9.5 pts. Part 1 What is the bond's YTM? + decimals Submit
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1) Consider a 10-year bond trading at $1150 today. The bond has a face value of $1,000, and has a coupon rate of 8%. Coupons are paid semiannually, and the next coupon payment is exactly 6 months from now. What is the bond's yield to maturity? 2)A coupon-paying bond is trading below par. How does the bond's YTM compare to its coupon rate? a. Need more info b. YTM = Coupon Rate c. YTM > Coupon Rate d. YTM <...
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1) You need to determine the market value of a $1,000 face value bond maturing in 5 years. The market yield (interest rate) for this type of bond is 3.1%. What is its market value? (Round to the nearest penny). 2) A year ago, you purchased a $1,000 face value bond for $1024. A year later you sold the bond for $1,007 after receiving a coupon payment of $55. What was your rate of capital gain? (Answer in tenth of...