举一反三
- The value of a 10-year, 6% coupon $100 par value bond with semiannual payments, assuming an annual discount rate of 7%, is closest to
- a bond offers an annual coupon rate of 4%, with interest paid semiannually. The bond matures in two years. At a market discount rate of 6%, the price of this bond per 100 of par value is closest to
- The coupon rate of bond is the interest rate specified in the bond, which is equal to the ratio of the annual interest over the value of bond.
- As the coupon rate of a bond increases, the bond's:() A: face value increases B: current price decreases C: interest payments increase D: maturity date is extended
- A three-year bond with 10 percent coupon rate and $1,000 face value yields 8 percent. Assuming annual coupon payments, calculate the price of the bond. A: $857.96 B: $951.96 C: $1,000.00 D: $1,051.54
内容
- 0
A bond's current market value is equal to the present value of the coupon payments plus the present value of the face amount.
- 1
A coupon bond pays the owner of the bond a fixed interest payment (coupon payment) every year until the maturity date, when a specified final amount (face value or par value) is repaid. （ ） A: True B: False
- 2
A bond with two years remaining until maturity offers a 3% coupon rate with interest paid annually. At a market discount rate of 4%, the price of this bond per 100 of par value is closest to: A: 95.34. B: 98.00. C: 98.11.
- 3
If the annual market discount rate is 6%, the value of a three-year bond that has a 7% coupon rate, has a maturity (par) value of $1,000, and pays interest annually is closest to: A: $1,026.73. B: $1,049.17. C: $973.76.
- 4
The current yield for a 4.5% coupon, 10-year bond, with a maturity par value of $100 and currently priced at $85.70 is closest to