In: Finance
CAPITAL STRUCTURE, PAYOUT POLICY AND COST OF CAPITAL
Pharma-C is a pharmaceutical firm that manufactures and sells a portfolio of blockbuster drugs at high margins. The firm is all-equity financed and has 40 million shares outstanding at a price of $75 per share. Pharma-C’s 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. Pharma-C 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%. Pharma C’s- marginal corporate tax rate is 25%. With this information answer the following three questions.
Here, The concept of WACC ,
By using of WACC , WACC =
Number of share | 40000000 |
Price of share | $75.00 |
Total capital | $3,000,000,000.00 |
Value of buy back | $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 case: All equity , WACC = cost of equity = 7.5%
New case after buy back , WACC = 0.867*7.5%+ 0.133*4.5%(1-0.25) =6.951%
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%