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Option Greeks Explained (Delta)


Options Delta Meaning

What is delta in options? The delta of an option is part of the option Greek pricing model and prices in the magnitude of the move in the underlier that the option will capture based on the odds of the option expiring in-the-money.

Option delta is represented as the velocity of a price change in an option with a 1 point move in the underlying asset and is displayed as a decimal value most of the time. Delta values range between 0 and 1 for call options and -1 to 0 for put options. Delta quantifies the amount an option contract is exposed to moves in the price of the underlying asset. Delta values are set in a range of a positive 1.0 to a negative -1.0, some express a .50 Delta by saying 50.


The delta of an option is the sensitivity of an option price to movement in relation to changes in the price of the underlying asset. It tells option traders how much the price of the option will change as the underlying stock or security moves. A deep in-the-money option that is close to expiration will move nearly 100% dollar for dollar with its underlying stock when it has a 1.00 delta. While an at-the-money option will have a delta of .50, and will move 50% in step with its underlying stock or asset.

If your stock is at 100 and you have a $100 strike call option and the stock goes up 2 your option with a .50 delta will only go up . As an option gets deeper in-the-money and the odds of it expiring with its intrinsic value increases the delta expands in relation to these probabilities. An at-the-money option has 50/50 odds for directional movement and how it expires in relation to its strike price. As it gets deeper in-the-money the odds grow to 60%, 70%, or 80% of it staying in-the-money as it gets farther from the current price.

Calls and puts have opposite deltas, call options are positive and put options are negative. A put option moves inversely to a call option if it is the same distance from current price.

Calls and puts have opposite deltas, call options are positive and put options are negative. A put option moves inversely to a call option if it is the same distance from current price.

Whenever you are long a call option, your delta will always be a positive number between 0 and 1. When the underlying asset increases in price, the value of your call option will also increase by the call options delta value. When the underlier price decreases the value of your call option will also decrease by the amount of the delta.

Put options have negative deltas, which will range between -1 and 0. When the underlier price increases the value of your put option will decrease by the amount of the delta value. When the price of the underlying asset decreases, the value of the put option will increase by the amount of the delta value.

Delta can be a good measure of the current odds of an option expiring in-the-money but those probabilities can change rapidly. An at-the-money option has 50/50 odds of it going either way by expiration and that is reflected in the delta of .50. However if you are buying a far out-of-the-money option with a delta of .10 that moves only one tenth in step with the underlying asset the odds are about 90% that your option will expire worthless. While 1 in 10 are terrible odds and if 9 losses all come in a row as the first nine option trades it could blow up an account if the bets are too big. Option sellers like to write low delta option contracts to sell them short for a high probability of keeping the premium as a profit.

By combining different date and strike options in an option play you can create a combined delta for the play through hedges. This will change as prices move and options approach expiration.

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