20% Related premium ($48,000x20%) = $9,600 C. March 31, 2013 Interest expense 11,700 Premium on bond payable 300 (9,600/ 8 years) x3/12 Interest payable ($600,000x8%x3/12) 12,000 March 31, 2013 Bonds payable 600,000 Premium on bond payable 9,300 Common stock 480,000 Paid in capital in excess of par-common stock 129,300 Calculation: Premium as of Jan 1, 2013 for $600,000 of bonds $9,600; = 9,600/8 years remaining x 3/12 = $300 Premium as of march 31, 2013 for $600,000 of bonds $9,300 D.…
The bonds were issued on December 31, 2008 at 95, with interest payable on June 30 and December 31. (Use straight-line amortization.)…
| (a) $278,606 Cost of refunding: Call Premium = 5% (2mil) = 100,000 Floatation cost = 2% (2mil) = 40,000 Total investment outlay = 140,000 Interest on old bond = 7%/2(2mil) = 70,000 Interest on new bond = 5%/2(2mil) = 50,000 Savings = 20,000 PV of savings, 30 periods at 5%/2 = 418,606 NPV of refunding = PV of savings - cost of refunding = 278,606…
Be sure that you can calculate yield to maturity, current yield and holding period return…
4. Again assuming that 11% is the market rate, compute the present value at January 1, 1975 of the payments that General Host will make on the 11% bonds if they replace the 5% bonds.…
Bond-6. A given bond has five years left to maturity. Interest is paid annually and the annual coupon rate is 9%. The par value of the bond is $1,000. The bond currently sells for $1,000. What is the yield to maturity?…
On January 1, Flory Company issued $300,000, 8%, 5-year bonds at face value. Interest is payable semiannually on July 1 and January 1…
a. A bond that has a $1,000 par value and a contract or coupon interest rate of 11.4%. The bond is currently selling for a price of $1,122 and will mature in 10 years. The firm’s tax rate is 34%.…
Inputs to find the straight-debt value: N = 10; I/YR = 8; PMT = 50; FV = 1,000. $798.70…
The Bradford Company issued 10% bonds, dated January 1, with a face amount of $80 million on January 1, 2013. The bonds mature on December 31, 2022 (10 years). For bonds of similar risk and maturity, the market yield is 12%. Interest is paid semiannually on June 30 and December 31.…
On June 30, 2004, Marmet Company issued 12% bonds with a par value of $300,000 due in 20 years. They were issued at 98 and were callable at 104 at any date after June 30, 2012. Because of lower interest rates and a significant change in the company’s credit rating, it was decided to call the entire issue on June 30, 2013, and to issue new bonds. New 10% bonds were sold in the amount of $800,000 at 102; they mature in 20 years. Marmet Company uses straight-line amortization. Interest payment dates are December 31 and June 30.…
What is the current market value of the bonds outstanding at the current effective interest rate of 6%?…
I discussed after class some ideas as to how to go about building the Bond Price function. This is problem 4 of the first homework assignment. There are three functions that have to be built. This is stated in the problem. The three functions are a function to calculate the present value interest factor for a single value. The second function returns a calculation of the present value interest factor of an annuity. The third function utilizes the first two functions in calculating the fair value of a bond, and returns the fair value or the theoretical price of the bond given a required rate of return. The first step would be to name the three functions. We can go ahead and create “empty” or “shell” functions. Let’s assume we have decided to name the three functions: 1) BondFairValue() 2) PVIF() 3) PVIFA() So in our module, we make three shell functions. We know that each of the functions will have to return a value that includes decimals so we set to type “Single” the values the functions return. ‘ 1st Function Declaration Function BondFairValue() As Single BondFairValue = 0…
Given a bond with 8 years to maturity, $1000 face value, 8% coupon, 9% yield to…
1. You have a cash obligation of $132,240 to be made at the end of year 5. Show how you can use coupon bonds with a coupon rate of 8%, a face value of $1,000, a maturity date at the end of year 6, and a yield to maturity of 8% to ensure that you can meet your cash obligation at the end of year 5. Suppose that you purchase the bonds at the beginning of year 1 and that the market interest rate changes only once right after you have purchased the bonds. There are three possible interest rates, 7.9%, 8%, and 8.1%, each of which occurs with probability 1/3.…