答案和详解如下: Q50. The Fischer Company had net income of $1,500,000. Fischer paid preferred dividends of $5 on each of the 100,000 preferred shares. There are 1 million Fischer common shares outstanding. In addition to the common and preferred stock, Fischer has $25 million of 4% bonds outstanding. The face value of each bond is $1,000. Each bond is convertible into 40 common shares. If Fischer's tax rate is 40%, determine its basic and diluted earnings per share (EPS)? Basic EPS Diluted EPS
A) $1.00 $1.25 B) $1.50 $1.25 C) $1.00 $0.80 Correct answer is C) Q51. Assume that the exercise price of an option is $9, and the average market price of the stock is $12. Assuming 992 options are outstanding during the entire year, what is the number of shares to be added to the denominator of the Diluted EPS? A) 744. B) 248. C) 992. Correct answer is B) (992)($9) = $8928 $8928 / 12 = 744 992 − 744 = 248 new shares or [(12 − 9) / 12]992 = 248 Q52. Assume that the exercise price of an option is $6, and the average market price of the stock is $10. Assuming 802 options are outstanding during the entire year, what is the number of shares to be added to the denominator of the diluted earnings per share (EPS)? A) 321. B) 481. C) 802. Correct answer is A) (802)(6) = 4,812 4,812 / 10 = 481.2 802 − 481 = 321 or [(10 − 6) / 10] × 802 = 321 Q53. Assume that the exercise price of an option is $10, and the average market price of the stock is $13. Assuming 999 options are outstanding during the entire year, what is the number of shares to be added to the denominator of the diluted earnings per share (EPS)? A) 768. B) 231. C) 999. Correct answer is B) (999)(10) = 9,990 9,990 / 13 = 768 999 − 768 = 231 Q54. Assume that the exercise price of an option is $11, and the average market price of the stock is $16. Assuming 1,039 options are outstanding during the entire year, what is the number of shares to be added to the denominator of the Diluted EPS? A) 714. B) 1,039. C) 325. Correct answer is C) (1,039 options)($11) = $11,429 $11,429 / $16 per share 1039 − 714 = 325 shares or [(16 − 11) / 16]1,039 = 325. |