In: Finance
Bayani Bakery's most recent FCF was $48 million; the FCF is expected to grow at a constant rate of 6%. The firm's WACC is 11%, and it has 15 million shares of common stock outstanding. The firm has $30 million in short-term investments, which it plans to liquidate and distribute to common shareholders via a stock repurchase; the firm has no other nonoperating assets. It has $370 million in debt and $56 million in preferred stock.
A.
Using the constant growth model of valuation we get,
Valuation of operations = FCF1/(WACC - Growth rate) = (48*1.06)/(11%-6%) = 1017.60
E.
Valuation of equity = Value of total operations - Value of Debt - Value of Preferred stock
Value of debt = 370
Value of Preferred stock = 56
Value of equity = 1017.6 - 370 - 56 = 591.6
I.
Immediately prior to the stock repurchase, the stock price is,
Stock price = Value of equity / Shares outstanding
= 591.6/15 = $39.44
M.
Total amount used to repurchase shares = 30
Share price = 39.44
Number of shares repurchased = 30/39.44 = 0.76
Number of shares outstanding post repurchase = 15 - 0.76 = 14.24
Q.
The intrinsic value of the equity post repurchase is still the same in dollar value. In the balance sheet, the treasury stock account goes up by $30 million and the shareholder's equity reduces by $30 million and the assets go down by $30 million, thereby balancing the assets and liabilities..
The intrinsic stock price post repurchase = Value of equity / New shares outstanding
= 591.6/14.24 = 41.54 (increase in stock price as expected from share repurchase .