In: Accounting
A company's net income for 2020 is $50,000. It has 2,000 stock options outstanding. These options were issued during 2019, each exercisable for one share at $37. None has been exercised. 40,000 shares of common were outstanding during 2020. Suppose the average market price of the company’s stock during 2020 can be 44, 46, 27, or 54. For which average market price will these stock options be antidilutive? Please enter one (and only one) of the average market prices provided by the problem.
Earning Per share | |||||
= Net Income | = 50,000 | = 1.25 | |||
Outstanding shares | 40,000 | ||||
Calculation of Diluted and Antidiluted EPS | |||||
Sr no | Particulars | Amount | Amount | Amount | Amount |
1 | Net income | 50000 | |||
2 | Outstanding shares | 40000 | |||
3 | Options issued | 2000 | |||
4 | Excise Price | 37 | |||
5 | Amout paid for options (3)*(4) | 74000 | |||
6 | Market price | 44 | 46 | 27 | 54 |
7 | Value in current shares (5)/(6) | 1681.818182 | 1608.695652 | 2740.740741 | 1370.37037 |
8 | Diluted share (3)-(7) | 318.1818182 | 391.3043478 | -740.7407407 | 629.6296296 |
9 | Diluted Eps (1)/((2)+(8)) | 1.240135287 | 1.237890205 | 1.273584906 | 1.230628988 |
10 | Dilutive(d)/antidilutive(a) | d | d | a | d |
Conclution : At Average market price of 27 this stock will be antidilutive. | |||||