In: Finance
Midland Corporation has a net income of $15 million and 6 million shares outstanding. Its common stock is currently selling for $40 per share. Midland plans to sell common stock to set up a major new production facility with a net cost of $21,660,000. The production facility will not produce a profit for one year, and then it is expected to earn a 15 percent return on the investment. Wood and Gundy, an investment dealer, plans to sell the issue to the public for $38 per share, with a spread of 5 percent.
a.How many shares of stock must be sold to net $21,660,000? (Note: No out-of-pocket costs must be considered in this problem.)
b.Why is the investment dealer selling the stock at less than its current market price? What are the EPS and the P/E ratio before the issue (based on a stock price of $40)?
c.What will be the price per share immediately after the sale of stock if the P/E stays constant? (based on including the additional shares computed in part a).
d.Compute the EPS and the price (P/E stays constant) after the new production facility begins to produce a profit.
e.Are the shareholders better off because of the sale of stock and the resultant investment? What other financing strategy could the company have tried to increase EPS?
Solution: | |||
Given: | |||
Net income | $15 Million | ||
No of shares outstanding | 6 Million shares | ||
Common stock S.P. | $40 Per share | ||
Net cost | $21,660,000 | ||
Return on investment | 15% | ||
Public issue price | $38 Per share | ||
Spread | 5% | ||
a) | |||
Net amount to be raised | $21,660,000 | ||
We will first calculate the net price to the corporation: | |||
Public price | $ 38 Per share | ||
Less: Spread @ 5% | $-1.9 Per share | ($38*5%) | |
Net Price to the corporation | $36.1 Per share | ||
Therefore no of shares to be sold: | |||
No of shares to be sold= Net amount to be raised/Net price to the corporation | |||
$21,660,000/$36.10 | |||
600000 | |||
No of shares to be sold = 600000 shares | |||
b) | |||
The new shares would increase the total number of shares outstanding and dilute the EPS. | |||
The dilution effect would reduce the stock price in the market .By selling at below market value,the | |||
investment banker is attempting to attract investors into dilutive situtation.Investment banker is | |||
reducing its underwriting risk by pricing the issue at the a loer price. | |||
Calculation of EPS | |||
EPS = Net Income/No of shares to be sold | |||
$15,000,000/6,000,000 | |||
2.5 | |||
EPS = $2.5 | |||
Calculation of PE Ratio: | |||
P/E Ratio = Stock Price/EPS | |||
$40/$2.5 | |||
16 | |||
PE Ratio = 16 Times | |||
c) | |||
Price immediately after the sale of stock: | |||
Price = Net income/(No of shares outstanding +No of shares to be sold) | |||
$15000000/(6000000+600000) | |||
$15000000/(6600000) | |||
2.272727273 | |||
EPS After offering = $2.27 | |||
d) | |||
Total Net Income = Net income + (Net amount to be raised *Rate of return) | |||
$15,000,000 +($21,660,000*15%) | |||
$18249000 | |||
Net Income = $18,249,000 | |||
EPS After contribution = Net income/Total no of shares | |||
$18,249,000/6,600,000 | |||
2.765 | |||
EPS = $2.77 | |||
Price after contribution = P/E /EPS | |||
16*$2.765 | |||
44.24 | |||
Therefore price = $44.24 | |||
e) | |||
The company is better off because of its additional investment.Earnings per share are | |||
$0.27 ($2.77-$2.50) higher and stock price has also increased.If Firm had sued debt financing or combination | |||
of debt and stock, they would have increased EPS more, which would have resulted in additional | |||
financial obligation. | |||