In: Accounting
The following financial data on the Bond Recording Company are available: . The firm is currently considering whether it should use $450,000 of its earnings to help pay cash dividends of $1.29 per share or to repurchase stock at$41per share.
a. Approximately how many shares of stock can the firm repurchase at the $41-per-share price, using the funds that would have gone to pay the cash dividend?
b. Calculate the EPS after the repurchase.
c. If the stock still sells at 20 times earnings, what will the market price be after the repurchase?
d. Compare the pre- and post-repurchase earnings per share.
e. Compare and contrast the stockholders' positions under the dividend and repurchase alternatives. What are the tax implications under each alternative?
Earnings available for common stockholders | $700,000 |
Number of shares of common stock outstanding | 350000 |
Earnings per share ($700,000/350,000) | $2 |
Market price per share | $40 |
Price/earnings (P/E) ratio ($40/$2) | 20 |
ANSWER
a)
Funds that would have gone to pay the cash dividend = Cash dividend * No of shares outstanding
= $1.29 * 350,000= $451,500
No of shares to repurchase = (Funds that would have gone to pay the cash dividend) / Share purchase price = 451,500/ 41 = 11,012.19
= 11,012(Rounded)
And total funds used for this repurchase = 11,012* 41 = $451,492
b)
EPS after the purchase = Earnings / Shares outstanding after the repurchase
= 700,000/ (350000- 11,012)
= 700,000/ 338,988
= $2.06
c)
Price to earning = 20
So, Price = (Price to earning) * EPS after repurchase
= 20 * 2.06
= $41.20
d)
Post repurchase, as outstanding shares get reduced, So, EPS increases after repurchase. Here also, pre-repurchase EPS = $2 & post repuchase EPS = $2.06
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