Under its executive stock option plan, National Corporation
granted 12 million options on January 1, 2021, that permit
executives to purchase 12 million of the company’s $1 par common
shares within the next six years, but not before December 31, 2023
(the vesting date). The exercise price is the market price of the
shares on the date of grant, $16 per share. The fair value of the
options, estimated by an appropriate option pricing model, is $4
per option. Suppose that unexpected turnover during 2022 caused the
forfeiture of 5% of the stock options.
Compute the amount of compensation expense for 2022 and 2023.Under
its executive stock option plan, National Corporation granted 12
million options on January 1, 2021, that permit executives to
purchase 12 million of the company’s $1 par common shares within
the next six years, but not before December 31, 2023 (the vesting
date). The exercise price is the market price of the shares on the
date of grant, $16 per share. The fair value of the options,
estimated by an appropriate option pricing model, is $4 per option.
Suppose that unexpected turnover during 2022 caused the forfeiture
of 5% of the stock options.
Compute the amount of compensation expense for 2022 and 2023.
(Enter your answers in millions rounded to 2 decimal places
(i.e., 5,500,000 should be entered as 5.50))
Vesting period = 1st Jan 2021 to 31 th Dec 2023 | 3 | years |
Exercise period = 6 years - 3 years = | 3 | years |
Number of Options = | 12 | million |
Exercise price= | $16 | |
Fair Value of Stock Option = | $4 | |
Intrinsic value = 0 , (Since, Exercise price = Market value of share) | ||
Compensation Cost= Number of options x Fair value of stock option ($16 Million x $4) | $48 | Million |
Annual compensation expense = Total Compensation cost / vesting period = $48 million/3 | $16 | million |
compensation expense Year 2022 | $16 | million |
compensation expense Year 2023 | $16 | million |
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