Contract for difference (CFD) allows investors to invest in a financial asset without buying/selling the actual asset.
CFD on Vanilla Options allows investors to invest in a Vanilla Option without buying or selling the actual Vanilla Option. Meaning that investors can trade on the quotes of these premiums, and earn/lose according to the change in the value of the underlying options, without having to actually own the actual option.
Vanilla Options enable traders the right to buy or sell financial instruments at a specific price in a specific time.
Vanilla option background:
Investors have the right to buy the asset at a specific price, from a range of call prices. Call options are usually bought by traders who predict that the underlying asset will go up in the designated time frame of the option.
Investors have the right to sell the asset at a specific price, from a range of put prices. Put options are usually bought by traders who predict that the underlying asset will go down in a designated time frame of the option.
CFD Vanilla Option terms for Call Option
In the Money: When the asset market price is higher than the strike price.
At The Money: When the market price of the asset stays the same in the expiry time.
Out of The Money: At the expiry time the asset market price is lower than the strike price.
These Premiums are the values of various options linked to an underlying asset. Investors can trade on the quotes of these premiums and earn/lose according to the change in the value of the underlying options, without having to actually own the option.
CFD’s on Options offer investors a simple way to access the Options market price action, while depositing only a fraction of the premium cost (due to the leverage), and still gain full option price exposure.
Note: The Option itself has the same value of the underlying asset; the option is a CFD.
The fixed price for securities or a new stock market issue; the price at which a put or call option can be exercised.
For example:
Symbol Type | Symbol |
CFD on Vanilla Option | Amazon | Feb | Call 1500 |
CFD on Vanilla Option | Amazon | Feb | Call 1590 |
CFD on Vanilla Option | Amazon | Feb | Call 1670 |
CFD on Vanilla Option | Amazon | Feb | Call 1750 |
CFD on Vanilla Option | Amazon | Feb | Call 1840 |
CFD on Vanilla Option | Amazon | Feb | Put 1500 |
CFD on Vanilla Option | Amazon | Feb | Put 1590 |
CFD on Vanilla Option | Amazon | Feb | Put 1670 |
CFD on Vanilla Option | Amazon | Feb | Put 1750 |
CFD on Vanilla Option | Amazon | Feb | Put 1840 |
Which factors affect the cost of an Option (the Premium)?
For example: Amazon Market Price: $1,650
Instrument | Market Price | Option type | Description | Option price at expiration if stock price is $1500 | Option price at expiration if stock price is $1650 | Option price at expiration if stock price is $1800 |
Amazon Feb Call 1500 | $180 | Deep in the money | option price will go up with higher sensitivity and correlation to the stock price increasing | 0 | 150 | 300 |
Amazon Feb Put 1500 | $20 | Out of the money | option price will go up with low sensitivity and correlation to the stock price decreasing | 0 | 0 | 0 |
Amazon Feb Call 1650 | $70 | At the money | option price will go up with medium sensitivity and correlation to the stock price increasing | 0 | 0 | 150 |
Amazon Feb Put 1650 | $70 | At the money | option price will go up with medium sensitivity and correlation to the stock price decreasing | 150 | 0 | 0 |
Amazon Feb Call 1800 | $10 | Out of the money | option price will go up with low sensitivity and correlation to the stock price increasing | 0 | 0 | 0 |
Amazon Feb Put 1800 | $200 | Deep in the money | option price will go up with higher sensitivity and correlation to the stock price decreasing | 300 | 150 | 0 |
Example for buying Call Option
Profit $4 $80
Buy a “Call” option (strike price is $75) $75
Trading at $70 profit $70
Value (premium): $1 Strike price: $75
Example for Buying a Put Option
Trading at $80 $80
Buy a “Put” option (strike price is $75) $75
$4 profit $70
Value (premium): $1 Strike price: $75
CFD allows investors to invest in a financial asset without buying/selling the actual asset itself. CFD on Vanilla Options allows investors to invest in a Vanilla Option without buying or selling the actual Vanilla Option, so they can trade on the quotes of these premiums, and earn/lose according to the change in the value of the underlying options, without having to actually own the actual option. Vanilla Options enable traders the right to buy or sell financial instruments at a specific price in a specific time.