1) The quoted price of the bonds is $ 6000.
2) The accrued interest is $ 66 for balance 3 months of the year
3) The cash price is difference of actual market price and face value $ 2000
| Face value of the bond | 4000 |
| Interest @ 4.4% p.a | 176 |
| Total | 4176 |
| Interest @ 4.4% for 9 months | 132 |
| Current yield | 2.20% |
| Market value of bond | 6000 |
| Interest accrued for balance 3 months | 66 |
5. Four $1000 bonds with 4.4% coupons payable annually are purchased nine months after a coupon...
Six $1000 bonds with 5.4% coupons payable annually are purchased six months after a coupon matures, to yield 2.7% compounded annually. The bonds mature 4 years after the most recent coupon payment. a. What is the cash price? b. What is the accrued interest? c. What is the quoted price?
4. A loan of $14,000 with interest at 12% compounded annually is repaid by payments of $856.00 made at the end of every month. (a) How many payments will be required to amortize the loan? (b) If the loan is repaid in full in 1 year, what is the payout figure? (c) If paid out, what is the total cost of the loan? (a) The number of payments required to amortize the loan is (Round up to the nearest whole...
A $1000000 issue of nine -year bonds redeemable at par offers 6 % coupons payable annually . What is the issue price of the bonds to yield 8.5 % compounded semi dash annually ?
Two debts, the first of $1200 due nine months ago and the second of $1000 borrowed one year ago for a term of four years at 9.4% compounded annually, are to be replaced by a single payment one year from now. Determine the size of the replacement payment if interest is 8.5% compounded quarterly and the focal date is one year from now The size of the replacement payment is $0 (Round to the nearest cent as needed. Round all...
A 20-year bond issue of 5, 800 000 and bearing interest at 66% payable annually is sold to yield 6.3% compounded semi- annually. What is the issue price of the bonds? The purchase price of the bond is $ (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.)
4.) Company ABC has 7 percent, semiannual, coupon bonds outstanding with a current market price of $1,023.46, a par value of $1,000, and a yield to maturity of 6.72 percent. How many years is it until these bonds mature? Round to the second decimal. 5.) A bond pays a coupon of 7.0% and matures in 5 years. The coupon is paid semi-annually on 1st January, and 1st July. The bond is quoted for 966 value on April 30, 2018. What...
A bond that has a face value of $2,500 and coupon rate of 4.80% payable semi-annually was redeemable on July 1, 2021. Calculate the purchase pric of the bond on February 10, 2015 when the yield was 5.30% compounded semi-annually. Round to the nearest cent A $8,000 bond that carries a 3.50% coupon rate payable semi-annually is purchased 6 years before maturity when the yield rate was 4.50% compounded semi-annually. a. Calculate the purchase price of the bond. $0.00 Round...
2) Southern Bell has issued $1000 par, 4.375% coupon bonds that mature in 6 years. The coupons on these bonds are paid semi-annually. These bonds are currently trading at a price of $853.75. The bonds are callable in 2 years at a call price of $1000. a) Compute the Yield-to-Maturity (YTM) on the bonds. b) Compute the Yield-to-Call (YTC) on the bonds.
A $ 500 bond matures on March 1, 2018. Interest is 6% payable semi- annually. Find the purchase price of the bond on September 1, 2012, to yield 7.5% compounded semi- annually. A $ 25 000, 7% bond is purchased twelve years before maturity to yield 5% compounded semi- annually. If the bond interest is payable semi- annually, what is the purchase price of the bond? A $ 100 000, 8% bond redeemable at par with quarterly coupons is purchased...
Unless stated otherwise, interest is compounded annually, and payments occur at the end of the period. Face value for bonds is $1000. 1. Hawk Inc. originally issued 10-year bonds with a face value of $1000 at par. The bonds have a coupon rate of 8%, and coupons are paid semiannually. The bonds will mature in 6 years, and the yield to maturity is 6.4% with semiannual compounding. Find the bond’s price today. If the yield rises, what do you expect...