In: Accounting
| The firm’s CFO is currently considering a transaction to repurchase shares using excess cash of $800,000. The value of the firm’s other assets is $5,200,000. The firm has 600,000 shares outstanding and the total value of equity is worth $6,000,000. Assume the book value of assets equals the market value. The firm has a net income of $700,000. If the firm spends all of its excess cash on a share repurchase program, how many shares of stock will be outstanding after the stock repurchase is completed? | ||||||
| Step 1 | Calculate the price per share | |||||
| Shareholder’s equity = equity + net income | ||||||
| Shareholders equity = | 6,000,000+ 700,000 | |||||
| Shareholders equity = | $6,700,000 | |||||
| Price per share = Divide shareholder equity / # of current outstanding shares | ||||||
| Price per share = | $6,700,000 / 600,000 | |||||
| Price per share = | $11.16666667 | |||||
| Step 2: | Calculate the number of shares to be repurchased | |||||
| Excess cash used to purchase shares | $800,000 | |||||
| Price per share = | $11.17 | |||||
| # of shares to repurchase = excess cash / price per share | ||||||
| # of shares to repurchase = | 71,641.79 | |||||
| # of shares repurchased = | 71,641 shares | |||||
| Step 3: | Calculate how many shares of stock will be outstanding after the stock repurchase is completed. | |||||
| OS= | Outstanding shares | |||||
| OS after the stock is repurchased = Current OS minus # of shares repurchased | ||||||
| OS = | 600,000 – 71,641 | |||||
| OS = | 528,359 | after the share purchase | ||||
| B. Consider the situation of Firm Ltd in part (a) above. What will the stock price per share be if the firm pays out its excess cash as a cash dividend? | ||||||
| If the firm pays out it's excess cash as a cash dividend the share price will decrease. | ||||||
| Decrease in share price = | Cash paid/OS shares | |||||
| Decrease in share price = | $800,000/528,359 | |||||
| Decrease in share price = | $ 1.51 | |||||
| New share price after the dividend is paid = | share price - decrease in share price post dividends paid | |||||
| New share price after dividend | $ 8.49 | |||||