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Cost of Capital

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Week 4 - Problem 3

McCoy, Inc., has equity with a market value of $37 million and
debt with a market value of $19 million.
The cost of the debt is 7 percent semi-annually.
Treasury bills that mature in one year yield 5.5 percent per annum,
and the expected return on the market portfolio over the
next year is 13 percent.
The beta of McCoy's equity is 0.75 .The firm pays no taxes.

a. What is McCoy's debt-equity ratio?

b. What is the firm's weighted average cost of capital?

c. What is the cost of capital for an otherwise identical all-equity firm?

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Solution Summary

The solution explains how the calculate the WACC and the cost of capital for an all equity firm.

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1. Market Value of Debt=$19 million, Market Value of Equity=$37 million, so
Debt/Equity = 19/37=0.51

2. Because you are given an equity beta (i.e., unlevered) you have to lever it to get the proper data to compute the WACC. To lever up the beta, use the following formula:
BL = BU * (1+(1-t)(d/e)).
where BL=Beta Levered, ...

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