The market price of a bond increases when the:
coupon rate decreases.
par value decreases.
coupon is paid annually rather than semiannually.
face value decreases.
discount rate decreases.
discount rate decreases, the lower the discounting rate for Bond , the higher the present value of Bond ( present value par value of Bond plus interest value ).
There is an inverse relationship between the disocunt rate and price of bond .
The market price of a bond increases when the: coupon rate decreases. par value decreases. coupon...
1. A bond with two years remaining until maturity offers a 3% coupon rate with interest paid annually. At a market discount rate of 4%, find the price of this bond per 1000 of par value. 2. A bond offers an annual coupon rate of 5%, with interest paid semiannually. The bond matures in seven years. At a market discount rate of 3%, find the price of this bond per 1000 of par value. 3. A zero-coupon bond matures in...
All else held constant, the present value of a bond increases when the: coupon rate decreases. yield to maturity decreases. current yield increases. time to maturity of a premium bond decreases. time to maturity of a zero coupon bond increases.
Question 1 What is the price of a zero-coupon 21-year maturity bond per face (par) value of $1,000 if the annual market rates for these bonds are 8%? Question 2 What is the price of a 17-year bond paying 8.8% annual coupons with a face (par) value of $1,000 if the market rates for these bonds are 6.8%? Question 3 What is the price of a 14-year bond paying an annual coupon rate of 9.4%, but paying it semiannually, per...
5. An investor who owns a bond with a 9% coupon rate that pays interest semiannually and matures in three years is considering its sale. If the yield-to-maturity on the bond is 11%, find the price of the bond per 100 of par value. 6. A bond offers an annual coupon rate of 5%, with interest paid semiannually. The bond matures in seven years. At a market discount rate of 3%, find the price of this bond per 100 of...
What is the coupon rate for the following bond? Par value $1.000 Interest rate 9.4% Years maturity 10 years Current market price$950 The coupon payments are paid semiannually
if a bonds coupon rate is greater than market, then the bond
will sell at price
QUESTION 3 If a bond's coupon rate is greater than market rate, then bond will sell at price than its face value; these are called bonds. less, discount less, premium more, premium more, discount Click Save and Submit to save and submit. Click Save All Answers to save all answers. Save All A
You are considering a bond with a face value of $1 000 and a coupon rate of 2.0%. The bond has 16 year until maturity and coupon payments are paid semiannually. The yield to maturity on similar securities in the market is 8.3% Given the information provided, what is the per period coupon payment for this bond? What is the appropriate per period discount rate used to price this bond? What is the current price of this bond?
38. The duration of a $1000, 2-year, 6% coupon bond (interest paid annually) is _____ when market rates are 8%. The 8% PV factors are: .9259 1 YR; .8573 2 YR a. 2.036 b. 1.971 c. 1.94 d. 1.856 39. As bond maturity _________, so does the _________ and ________. a. decreases; coupon rate; market price. b. decreases; duration; face value. c. increases; duration; price variability. d. increases; market price; coupon rate.
Citi-group has a 7-year coupon bond with 6% coupon rate and a $1,000 par value. Coupons are paid annually. The bond has a yield to maturity of 5.5%, compounded annually. If the yield suddenly increases to 6.5%. Which of the following statements is TRUE? The bond price will increase by $57.14 The bond price will increase by 5.29% The bond price will decrease by $53.62 The bond price will decrease by 5.43% The bond price will decrease by 5.36%
Consider a bond (with par value = $1,000) paying a coupon rate of 7% per year semiannually when the market interest rate is only 6% per half-year. The bond has 3 years until maturity. a. Find the bond's price today and 6 months from now after the next coupon is paid. b. What is the total (6-month) rate of return on the bond? Hint: rate of return = (Interest amount + Price Appreciation)/Initial Price