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Problem 18-28 Revtek, Inc., has an equity cost of capital of 12% and a debt cost of capital of 6%. Revtek maintains a constant debt-equity
Problem 18-28 | |||||||||
Revtek, Inc., has an equity cost of capital of 12% and a debt cost of capital of 6%. Revtek maintains a constant debt-equity ratio of 0.5, and its tax rate is 35%. | |||||||||
a. | What is Revtek?s WACC given its current debt-equity ratio? | ||||||||
b. | Assuming no personal taxes, how will Revtek?s WACC change if it increases its debt-equity ratio to 2 and its debt cost of capital remains at 6%? | ||||||||
c. | Now suppose investors pay tax rates of 40% on interest income and 15% on income from equity. How will Revtek?s WACC change if it increases its debt-equity ratio to 2 in this case? | ||||||||
d. | Provide an intuitive explanation for the difference in your answers to parts (b) and (c). | ||||||||
Cost of equity | 12.00% | ||||||||
Cost of debt | 6.00% | ||||||||
Debt-equity ratio | 0.50 | ||||||||
Tax rate | 35.00% | ||||||||
a. | What is Revtek?s WACC given its current debt-equity ratio? | ||||||||
Equity-to-value ratio | |||||||||
Debt-to-value ratio | |||||||||
WACC | |||||||||
b. | Assuming no personal taxes, how will Revtek?s WACC change if it increases its debt-equity ratio to 2 and its debt cost of capital remains at 6%? | ||||||||
Debt to equity ratio | 2.00 | ||||||||
Equity-to-value ratio | |||||||||
Debt-to-value ratio | |||||||||
Unlevered return | |||||||||
WACC | |||||||||
c. | Now suppose investors pay tax rates of 40% on interest income and 15% on income from equity. How will Revtek?s WACC change if it increases its debt-equity ratio to 2 in this case? | ||||||||
Personal tax rate | |||||||||
on dividend income | 15.00% | ||||||||
Personal tax rate | |||||||||
on interest income | 40.00% | ||||||||
After-tax cost of debt | |||||||||
WACC before | |||||||||
change in D/E | |||||||||
rE with higher leverage | |||||||||
WACC after | |||||||||
change in D/E | |||||||||
d. | Provide an intuitive explanation for the difference in your answers to parts (b) and (c). | ||||||||
When investors pay higher taxes on interest income than equity income, the | |||||||||
tax benefit of leverage is | |||||||||
For the same increase in leverage, the | in the WACC is | ||||||||
smaller in the presence of investor taxes. | |||||||||
Requirements | |||||||||
1. | To calculate the company?s WACC under the assumptions in part (a), you will use the formula: r_wacc = (Equity/Value) * r_Equity + (Debt/Value) * r_Debt * (1 ? Tax rate). To simplify the formula entry and to have these values available for future use, you will first calculate the equity-to-value and debt-to-value ratios. | ||||||||
In cell D17, by using cell references, calculate the equity-to-value ratio (1 pt.). | |||||||||
2. | In cell D18, by using cell references, calculate the debt-to-value ratio (1 pt.). | ||||||||
3. | In cell D19, by using cell references, calculate the company?s WACC (1 pt.). | ||||||||
4. | In cell D25, by using cell references, calculate the equity-to-value ratio (1 pt.). | ||||||||
5. | In cell D26, by using cell references, calculate the debt-to-value ratio (1 pt.). | ||||||||
6. | In cell D27, by using cell references, calculate the unlevered return (pretax WACC) (1 pt.). | ||||||||
7. | In cell D28, by using cell references, calculate the company?s WACC (1 pt.). | ||||||||
8. | In cell D37, by using cell references, calculate the after-tax cost of debt (1 pt.). | ||||||||
9. | In cell D39, by using cell references, calculate the company?s WACC (before the change in debt-to-equity ratio) (1 pt.). | ||||||||
10. | In cell D40, by using cell references, calculate the new equity cost of capital (with higher leverage) (1 pt.). | ||||||||
11. | In cell D42, by using cell references, calculate the company?s WACC (1 pt.). | ||||||||
12. | In cell D47, type either the word increased or the word reduced (1 pt.). In cell E48, type either the word decline or the word rise (1 pt.). |
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