In: Finance
AHN is firm manufacturer. The firm is all-equity financed and has 40 million shares outstanding at a price of $75 per share. AHN current cost of capital is 7.5%. The firm is considering to buy back $400 million in shares in the open market and to finance the repurchase by issuing bonds. AHN plans to maintain this capital structure indefinitely. At this level of debt, the bonds would be A-rated, and the firm would pay an interest rate of 4.5%.AHN's - marginal corporate tax rate is 25%. With this information answer the following questions.
(iii) Now suppose that the stock price upon announcement of the share repurchase plan equals $77.90. If we assume that the market is efficient, and the firm has not released any other information, what can you infer from this regarding the market’s assessment of AHN’s cost of financial distress, and how would you estimate these costs? Motivate your approach and discuss the inputs in any calculations.
To calculate the financial distress ,
By using of WACC , WACC =
Number of share | 40000000 |
Price of share | $75.00 |
Total capital | $3,000,000,000.00 |
Value of debt | $400,000,000.00 |
Number of share buy back | $5,333,333.33 |
Remaining shares | 34666666.67 |
Value of share capital | $2,600,000,000 |
weighted value of share capital | 0.866666667 |
weighted value of debt capital | 0.133333333 |
WACC in the first case:
WACC = 0.867*7.5%+ 0.133*4.5%(1-0.25) =6.951%
WACC in second case.
As the market is efficient , the new price of share will be $ 77.90.
Number of share | 40000000 |
Price of share | $77.90 |
Total capital | $3,116,000,000.00 |
Value of debt | $400,000,000.00 |
Number of share buy back | 5134788.19 |
Remaining shares | 34865211.81 |
Value of share capital | $2,716,000,000 |
weighted value of share capital | 0.871630295 |
weighted value of debt capital | 0.128369705 |
Weighted average cost of debt by use WACC equation
WACC = 0.872 *7.5% + 0.128*Wd *(1-0.25)
=> Wd = 4.285%
Difference from the A- rated debt , 4.5%-4.285% = 0.22%
the dollar value financial distress = 40000000 * 0.22% =$ 85,937.5.