There is a deadline specified in the stock option agreement by which you must exercise your options or they will expire (typically 10 years). An option will automatically convert to long or short shares of stock in the underlying if it expires in-the-money.
<h3>What is stock options?</h3>
- One type of payment is stock options. Employees, independent contractors, consultants, and investors may be granted them by businesses. These contracts, or options, provide employees the right to purchase or exercise a predetermined number of shares of company stock at a defined price, or the grant price.
- a business that doesn't have any securities on the market that could potentially reduce EPS. Shares Transfers, Stock Options, Stock Warrants, Restricted Stock, Restricted Stock Units, Phantom Stock Plans, Stock Appreciation Rights, and other awards with values based on the value of specified stock are examples of equity-based remuneration.
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An open market purchase by the fed has a tendency to:A. increase the demand for bonds, drive up bond prices, and <span>raise interest rates
</span><span>In open market purchase, the government will sell an investment in the form of bond or other government securities to the market.
When this happen, the demands for government securities will be increased, which lead to an increse in all the bond price due to the high demand.
All of these will increase the amount of money in circulation , which will lead to an increase in interest rates
</span>
Answer:
(C) Joss should charge Iris $500 and Daphne $800, that way economic surplus is maximized.
Explanation:
Assuming information asymmetries in the market, and Iris and Daphne are incapable of compare their willingness to pay against the average price of the market for this type of service, C is true since Joss maximize the economic surplus by increasing his productivity using the time better than his opportunity cost.
Answer:
$918.70 or $900
Explanation:
The computation of the first monthly payment is given below:
Interest rate per Month is
= Annual Rate ÷ 12
= 4.50% ÷ 12
= 0.375%
Now
Present Value of Growing Annuity = First payment × (1 - ((1 + Growth Rate) ÷ (1 + Interest Rate))^Periods) × 1 ÷ (Interest Rate - Growth Rate)
95000 = First payment × (1 - ((1 + 0.30%) ÷ (1 + 0.375%))^108) × 1 ÷ (0.375% - 0.30%)
95000 = First payment × (1 - 0.999252^108) × 1 ÷ (0.075%)
95000 = First payment × (1 - 0.92244) × 1 ÷ (0.075%)
95000 = First payment × 103.4067
First payment = $918.70 or $900
