Corporate Finance
Corporate Finance
12th Edition
ISBN: 9781259918940
Author: Ross, Stephen A.
Publisher: Mcgraw-hill Education,
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Chapter 13, Problem 4QAP
Summary Introduction

Adequate information:

Book value of debt issue BVD = $25,000,000

Book value of zero-coupon bond issue BVZ = $60,000,000

Market value over book value for debt issue (A) = 68%

Market value over book value for zero-coupon bond issue (B) = 106%

Face value = $1,000

Price = $680

Term duration = 9 years

Number of compounding periods in a year = 2

Tax rate = 22%

To compute: Total book value of debt, the total market value of debt, and after-tax cost of debt.

Introduction: Cost of debt refers to the interest payments made by the borrower on the debt such as bonds.

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Consider a two-date binomial model. A company has both debt and equity in its capital structure. The value of the company is 100 at Date 0. At Date 1, it is equally like that the value of the company increases by 20% or decreases by 10%. The total promised amount to the debtholders is 100 at Date 1. The riskfree interest rate is 10%. a. What is the value of the debt at Date 0? What is the value of the equity at Date 0? b. Suppose the government announces that it guarantees the company’s payment to the debtholders. How much is the government guarantee worth?
7. Calculating Cost of Debt For the firm in Problem 6, suppose the book value of the debt issue is $135 million. In addition, the company has a second debt issue, a zero coupon bond with 12 years left to maturity; the book value of this issue is $65 million, and it sells for 64.3 percent of par. LO 2 What is the total book value of debt? The total market value? What is the aftertax cost of debt now?
Consider a two-date binomial model. A company has both debt and equity in its capital structure. The value of the company is 100 at Date 0. At Date 1, it is equally like that the value of the company increases by 20% or decreases by 10%. The total promised amount to the debtholders is 100 at Date 1. The riskfree interest rate is 10%. a. What are the possible payoffs to the equityholders at date 1? What kind of financial product has the same payoffs? Please describe the detailed characteristics of the financial product. b. What are the possible payoffs to the bondholders at date 1? Are they riskfree? What kind of financial product/portfolio has the same payoffs? Please describe the detailed characteristics of the financial product/portfolio.
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