Here are book- and market-value balance sheets of the United Frypan Company (figures in $ millions):
Book-Value Balance Sheet | |||||
Net working capital | $ | 80 | Debt | $ | 55 |
Long-term assets | 20 | Equity | 45 | ||
$ | 100 | $ | 100 | ||
Market-Value Balance Sheet | |||||
Net working capital | $ | 80 | Debt | $ | 55 |
Long-term assets | 145 | Equity | 170 | ||
$ | 225 | $ | 225 | ||
Assume that MM’s theory holds except for taxes. There is no growth, and the $55 of debt is expected to be permanent. Assume a 21% corporate tax rate.
a. How much of the firm's market value is accounted for by the debt-generated tax shield? (Enter your answer in million rounded to 2 decimal places.)
b. What is United Frypan’s after-tax WACC if rDebt = 6.0% and rEquity = 17.0%? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places.)
c. Now suppose that Congress passes a law that eliminates the deductibility of interest for tax purposes after a grace period of 5 years. What will be the new value of the firm, other things equal? Assume a borrowing rate of 6.0%. (Do not round intermediate calculations. Enter your answer in million rounded to 2 decimal places.)
Answer : (a.) Calculation of firm's market value is accounted for by the debt-generated tax shield :
Present Value of Tax shield = Market Value od Debt * Tax rate
= 55 million * 21%
= 11.55 million
(b.) Calculation of after Tax WACC
WACC = (After tax cost of Debt * Weight of Debt ) + (Cost of Equity * Weight of Equity)
= [6% * (1 - 0.21) * (55 / 225)] + [17% * (170 / 225)]
= 1.15867% + 12.844%
= 14.00%
(c.) Tax shield on Interest (Annual) = Value of Debt * Borrowing Rate * Tax rate
= 21% * 6% * 55
= 0.693 million.
Present Value of Tax shield in five years = 0.693 * Present value annuity factor @6% for 5 years
= 0.693 million * 4.212363678546
= 2.91916810332 mllion
Fall in value of firm = 11.55 - 2.91916810332
= $ 8.6308318967 million
New value of firm = 225 million - 8.6308318967 million
= $ 216.37 million
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