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Refer to the information in QS 10-19 for Vodafone Group Plc. The following price quotes relate to its bonds payable. The price quote indicates that the 4.625% bonds have a market price of 111.67 (111.67% of par value), resulting in a yield to maturity of 1.710%.

Price

Contract Rate (coupon)

Maturity Date

Market Rate (YTM)

111.67

4.625%

15-Jul-2018

1.710%

  1. Assuming that the 4.625% bonds were originally issued at par value, what does the market price reveal about interest rate changes since bond issuance? (Assume that Vodafone’s credit rating has remained the same.)
  2. Does the change in market rates since the issuance of these bonds affect the amount of interest expense reported on Vodafone’s income statement? Explain.
  3. How much cash would Vodafone need to pay to repurchase the 4.625% bonds at the quoted market price of 111.67? (Assume no interest is owed when the bonds are repurchased.)
  4. Assuming that the 4.625% bonds remain outstanding until maturity, what market price will the bonds sell on the due date in 2018?

Short Answer

Expert verified
  1. Market rate is 1.710%
  2. The change in market rates since it issued the bonds does not affect interest expense.
  3. The market price of the bonds is higher (111.67); thus, it would cost more to retire them than their par value on the balance sheet.
  4. At bond maturity, Vodafone must pay the bonds' face value.

Step by step solution

01

Meaning of Bonds

Bonds are tradable assets that are securitized versions of the corporate debt that the companyissues. Bonds are fixed-income instruments since they verifiably pay debt holders a fixed interest rate (coupon).

02

(a) Explaining the market price reveals interest rate changes since bond issuance.

Bond prices and market rates have an inverse relationship.Given that Vodafone's credit ratings are still unchanged and that the 4.625 percent debentures are currently trading at a premium (111.67), we conclude that since the bonds were issued, market rates for this particular type of debt have declined below 4.625 percent. Its market rate of 1.710 percent attests to this.

03

(b) Explaining if the change in market rates since the issuance of these bonds affects the amount of interest expense

No, the change in market rates after the bonds were issued does not affect interest costs. After the bonds are recorded on the balance sheet, neither the abdicate (market) rate nor the coupon rate used to calculate interest cost are altered. The cost of bonds and notes is recorded all through time.

04

(c) Evaluating the cash needed by Vodafone to pay to repurchase the 4.625% bonds at the quoted market price of 111.67

The market price of the bonds is higher (111.67); thus, it would cost more to retire them than their par value on the balance sheet. Retire would require $376.3279 million ($337 million 111.67 %) in cash. The cash outflow must be compared to the bond's carrying value to calculate a gain or loss. This comparison yields a loss of $1.3279 million ($375 million carrying value - $376.3279 million cash outflow), which would reduce the current period’s income.

05

(d) Determining the market price at which the bonds sell on the due date in 2018.

When the bonds mature, Vodafone must pay the full principal. The market price of the bonds will be equal to the par amount at that point because this is the sole cash flow that the bondholders will ever get. At maturity, $337 million would be due for the bonds with a yield of 4.625 percent. This is presuming that the interest payment has already been recorded.

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Most popular questions from this chapter

Garrett Camp and Travis Kalanick are the founders of Uber. Assume that the company currently has \(250,000 in equity and is considering a \)100,000 expansion to meet increased demand. The \(100,000 expansion would yield \)16,000 in additional annual income before interest expense. Assume that the business currently earns \(40,000 annual income before interest expense of \)10,000, yielding a return on equity of 12% (\(30,000/\)250,000). To fund the expansion, the company is considering the issuance of a 10-year, \(100,000 note with annual interest payments (the principal due at the end of 10 years).

Required

  1. Using return on equity as the decision criterion, show computations to support or reject the expansion if interest on the \)100,000 note is (a) 10%, (b) 15%, (c) 16%, (d) 17%, and (e) 20%.
  2. What general rule do the results in part 1 illustrate?

Paulson Company issues 6%, four-year bonds, on December 31, 2017, with a par value of \(200,000 and semiannual interest payments. Use the following bond amortization table and prepare journal entries to record

(a) the issuance of bonds on December 31, 2017;

(b) the first interest payment on June 30, 2018; and

(c) the second interest payment on December 31, 2018

Semiannual Period-End

Unamortized Discount

Carrying Value

12/31/2017

\) 13,466

\( 186,534

6/30/2018

\) 11,782

\( 188,218

12/31/2018

\) 10,098

$ 189,902

Ripkin Company issues 9%, five-year bonds dated January 1, 2017, with a \(320,000 par value. The bonds pay interest on June 30 and December 31 and are issued at a price of \)332,988. Their annual market rate is 8% on the issue date.

Required

1.Calculate the total bond interest expense over the bonds’ life.

2.Prepare a straight-line amortization table like Exhibit 10.11 for the bonds’ life.

3. Prepare the journal entries to record the first two interest payments

Sylvestor Company issues 10%, five-year bonds, on December 31, 2016, with a par value of \(100,000 and semiannual interest payments. Use the following bond amortization table and prepare journal entries to record (a) the issuance of bonds on December 31, 2016; (b) the first interest payment on June 30, 2017; and (c) the second interest payment on December 31, 2017

Semiannual Period-End

Unamortized Discount

Carrying Value

12/31/2016

\) 7,360

\( 92,640

6/30/2017

\) 6,624

\( 93,376

12/31/2017

\) 5,888

$ 94,112

Enviro Company issues 8%, 10-year bonds with a par value of $250,000 and semiannual interest payments. On the issue date, the annual market rate for these bonds is 5%, which implies a selling price of 1233⁄8. The straight-line method is used to allocate interest expense.

1. What are the issuer’s cash proceeds from issuance of these bonds?

2. What total amount of bond interest expense will be recognized over the life of these bonds?

3. What is the amount of bond interest expense recorded on the first interest payment date?

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