Question

In: Finance

JCPenney Company was one of the first companies to issue zero coupon bonds. An article in...

JCPenney Company was one of the first companies to issue zero coupon bonds. An article in Forbes magazine discussed the JCPenney bonds and stated: "It's easy to see why corporations like to sell bonds that dont' pay interest. But why would anybody want to buy that kind of paper [bond]?" An example of a zero-coupon bond is the following: Bonds with a face (maturity) value of $400 million due in 3 years after issuance. There are no periodic interest payments on the bond (i.e., the coupon rate is 0$). When the bonds were sold to the public, similar bonds paid 9 percent effective interest (i.e., the market rate is 9%).

1. Explain why an investor would buy a zero coupon bond ONLY if it were sold at a discount?

2. Assuming the bond is issued in January 2014, complete the below amortization schedule for the bond. It will require you to calculate the present value of the bond.

Date Coupon Payment Interest Expense Discount Amortization Net Book Value
1/1/2014 328,506,931
12/31/2014
12/31/2015
12/31/2016

3. What journal entries would the firm make over the life of the bond?

4. Assuming the firm issued the bonds in January of 2014, how much interest expense will the firm recognize in 2014 on the bonds?

5. What would be the value of the bonds recognized on the firm's balance sheet at December 31, 2015?

Solutions

Expert Solution

1- Zero coupon bonds are issued at discount and companies offer discount almost equal to rate of return that investors earned on coupon bonds. No coupon is paid on zero coupon bonds but these bonds capital gain yield almost equals to the YTM of the coupon bonds of the same maturity. Thus Investors remains indifferent between the coupon bonds and zero coupon bonds.
2- Issue price of zero coupon bond face value/(1+r)^n r=9% 400/(1.09)^3 308.873392
date coupon payment Interest expense = net book value*market rate of interest discount amortization = interest expense net book value = beginning balance+discount amortized
jan 1 2014 308.873392
dec 31 2014 0 27.79860528 27.798605 336.6719973
dec 31 2015 0 30.30047976 30.30048 366.9724771
dec 31 2016 0 33.02752294 33.027523 400
3- date explanation debit credit
jan 1 2014 cash 308.87339
discount on bonds payable 91.126608
bonds payable 400
dec 31 2014 Interest expense 27.798605
discount on bonds payable 27.79860528
dec 31 2015 Interest expense 30.30048
discount on bonds payable 30.30047976
dec 31 2016 Interest expense 33.027523
discount on bonds payable 33.02752294
dec 31 2016 bonds payable 400
cash 400
4- Interest to be recognized 27.798605
5- value of bonds recognized in 2015 366.97248

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