Answer:
To calculate earnings per share, we need to divide the earnings available to common stockholders by the number of shares outstanding.
For Bradshaw Corporation:
Earnings available to common stockholders = Net income - Preferred dividends = $500 million - $25 million = $475 million
Weighted average number of shares outstanding = (180 million shares × 3/4 of the year) + (200 million shares × 1/4 of the year) = 165 million shares
Earnings per share = $475 million ÷ 165 million shares = $2.88
For Newell Corporation:
Earnings available to common stockholders = Net income - Preferred dividends = $490 million - $0 million = $490 million
Weighted average number of shares outstanding = (200 million shares × 1/4 of the year) + (150 million shares × 3/4 of the year) = 168.75 million shares
Earnings per share = $490 million ÷ 168.75 million shares = $2.90
Based on the calculations, we can see that Newell Corporation has a slightly higher earnings per share than Bradshaw Corporation. Therefore, option b is incorrect.
The calculations assume that any changes in shares outstanding occurred at the beginning of the year, so option a is incorrect.
We can see that the earnings available to common stockholders is decreasing for Newell and increasing for Bradshaw, so option c is correct.
There is no information provided to suggest that Newell is more financially stable than Bradshaw, so option d is incorrect.
Therefore, the correct answer is c.