Solution:
a) Basic EPS | |||||
Numerator (Basic EPS): Net income = $1000 million; Preferred dividends = $180 million (9% x $100 = $9/share x 20 million; since the preferred stock is cumulative, the dividend is deducted whether or not paid) = $1000 million-$180 million= $820 million | |||||
Denominator (Basic EPS): Weighted average shares of common stock outstanding | |||||
Period | Shares | Month | Cum-Dividend | Shares out standing | |
1st Jan to 31st Dec | 500 | 12 | 1.06 | 530 | |
1st Mar to 31 Dec | -60 | 10 | 1.06 | -53 | |
1st Oct to 31 Dec | 4 | 3 | 1 | 1 | |
Weighted Average Shares | 478 | ||||
Basic EPS ($820)/478 | = | $1.72 | |||
b) Diluted EPS | |||||
Exercisable Securities, Stock Options | |||||
Are they dilutive? Yes because the exercise price of $50/share < the market price of $90/share | |||||
Use the Treasury Stock Method | |||||
1 | The Options were excercised on september 1, 2018 | ||||
2 | The Treasury Stock Method assumes that the proceeds received upon exercise of $4,050 (81 million x $50) are used to buy back stock at the average market price, i.e., $4,050 ÷ $90 = 45 | ||||
3 | The net increase in the number of shares = 36 million (81 million issued upon exercise – 45 million repurchased) | ||||
EPS = ($1000 - $180) ÷ (478+45) = $1.5678 | |||||
Numerator | / | Denominator | = | Earning Per Share | |
Basic EPS | 820 | / | 478 | = | 1.72 |
Diluted EPS | 820 | / | 523 | = | 1.57 |
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