In: Finance
Campbell Corporation is evaluating an extra dividend versus a
share repurchase. In either case, $10,000 would be spent. Current
earnings are $1.90 per share, and the stock currently sells for $50
per share. There are 4,000 shares outstanding. Ignore taxes and
other imperfections.
a. Evaluate the two alternatives in terms of the
effect on the price per share of the stock and shareholder wealth
per share. (Do not round intermediate calculations and
round your answers to 2 decimal places, e.g.,
32.16.)
Alternative I | Extra dividend |
Price per share | $ |
Shareholder wealth | $ |
Alternative II | Repurchase |
Price per share | $ |
Shareholder wealth | $ |
b. What will the company's EPS and PE ratio be
under the two different scenarios? (Do not round
intermediate calculations and round your answers to 2 decimal
places, e.g., 32.16.)
Alternative 1 | |
EPS | $ |
PE ratio | |
Alternative II | |
EPS | $ |
PE ratio |
a.
Extra Dividend: After dividend is paid, price of share will go down by amount of dividend paid.
Dividend per share will be: 10000/4000 = 2.5
So price per share will be: Current price - (Div per share) = 50 - 2.5 = $ 47.50
Shareholder wealth (per share) would be $47.5 (stock price) + $2.5 (dividend received) = $ 50.00
Share Repurchase:
# of shares repurchased = 10000/50 = 200
Total number of shares will be: 4000 - 200 =3800
Market Cap will be: Original Market Cap - Repurchased Worth = (4000*50) - 10000 = 190000
Price per share = New market Cap / Outstanding Shares = 190000/3800 = $ 50.00
Shareholder wealth (per share) would be price of each share (since no dividends no price reduction) = $ 50.00
b.
Extra Dividend:
EPS = Total Earnings / number of share = ($1.9 * 4000) / 4000 = $1.90
P/E = Price/EPS = 47.5 / 1.9 = 25.00
Share Repurchase:
EPS = Total Earnings / number of share = ($1.9 * 4000) / 3800 = $2.00
P/E = Price/EPS = 50 / 2 = 25.00