Learning about options trading is not a quick and easy task. There are many moving parts when it comes to the derivatives, and it's key to have a solid understanding of the basics before including them in your portfolio. One critical aspect to wrap your head around is the options Greeks.
Because options are derivatives, a standard contract is based on 100 shares of the underlying stock. "Options prices are quoted on a per-share basis – so a call option quoted at 75 cents will actually cost $75 to buy (75 cents per share x 100 shares per contract)," writes Kiplinger contributor Elizabeth Volk in her feature "What Are Options?".
However, options prices are not static and they fluctuate throughout the lifetime of the contract due to a laundry list of variables, including the price of the underlying stock, the time left until the contract's expiration, scheduled events like earnings, interest rates, etc.
Investors can use the Greeks to measure risk affecting an option's price. These five metrics – delta, gamma, theta, vega and rho – fluctuate both independently and in conjunction with one another to determine the premium, or price, of an option in real time.
Here, we'll take a closer look at each of the Greeks and explain how they are used in options trading.
Options Greeks: Delta
Delta is often referred to as the compass of options, providing insights into the directional risk inherent in your investments. In simpler terms, delta is used to measure how much the price of an option contract is expected to move for each $1 move in the underlying security.
Delta ranges from 0 to 1 for call options and 0 to negative 1 (-1) for put options. This number represents the change in an option's price due to a $1 change in price of the underlying stock. So, let's say a call option's delta is 0.40 and the underlying stock is trading at $10.00. If the stock price rises to $11, the option's price will increase by 40 cents. Conversely, if the stock price falls to $9, the option's price will decrease by 40 cents.
The higher the delta, say 0.75, the more closely the option's price will track the movement of the underlying asset. In the same vein, a lower delta, say 0.25, tends to indicate a more subdued response to shifts in the asset's price.
Delta is arguably the most important of the options Greeks as it directly shapes the directional risk associated with your investments. For investors, it is an invaluable tool for assessing the probability of your option reaching profitability. A higher delta suggests a greater likelihood of an option being in-the-money at expiration.
Options Greeks: Gamma
Gamma accentuates the impact of changes in delta over time. If delta is considered the "speed" in which an option's price changes, gamma can be considered the "acceleration." In other words, gamma measures the rate of change in an option's delta based on a $1 change in price of the underlying stock.
Gamma ranges from 0 to 1.0 for options that are bought to open, or long options. The metric ranges from 0 to negative 1 (-1) for options that are sold to open, or short options.
A higher gamma indicates that the option's delta is more responsive to fluctuations in the underlying stock's price, while a lower gamma suggests a more gradual change in delta.
Market participants can use gamma to determine the potential volatility in an option's price.
Options Greeks: Theta
"By definition, options are contracts that entitle the holder to buy or sell shares of the underlying asset at a specific price by a specific date," writes Volk in her feature on options trading. In other words, once the option reaches its expiration date, it is worthless.
Theta is the Greek that is used to measure the erosion of an option's value as it approaches expiration. In other words, theta measures the "time decay" of an option, or how much value an option will lose each day as its expiration approaches.
In most cases, theta will be expressed as a negative value.
Options nearing their expiration date exhibit higher theta values as the impact of this Greek intensifies as the option approaches its expiry date.
Investors should remain vigilant to the effects of theta. It poses challenges for option buyers who anticipate selling their contracts to close ahead of expiration and are hoping the option's price is higher than what they paid. However, theta represents an advantage for option sellers who collect their premium up front and are anticipating the option expiring worthless.
Options Greeks: Vega
Vega serves as an indicator of how an option's value will react to variations in market volatility. Some might compare it to preparing for turbulence during a flight:
A higher vega suggests that your option's value is more sensitive to fluctuations in market volatility. Conversely, a lower Vega implies that your option exhibits greater stability in the face of market turbulence.
Say, for instance, that an option's price is $2, implied volatility is at 20 and vega is 0.10. If implied volatility moves to 22, vega is now 0.20 (volatility change of 2 times vega of 0.10). The option's price, incorporating the change in vega, is now $2.20.
On the other hand, if volatility drops to 18, the new vega is -0.20 and the option's price is $1.80 ($2.00 minus 0.20).
Vega tends to be highest when the option's strike price is near the underlying stock's price, as well as when there is more time to expiration.
Options traders can use vega to determine how potential market volatility could impact their options positions.
Options Greeks: Rho
The last options Greeks is rho and it measures how an option's price responds to shifts in interest rates.
A higher rho implies that your option's value is significantly influenced by changes in interest rates, while a lower rho suggests that your option's value remains relatively stable in response to variations in interest rates.
For investors, it's important to stay abreast of economic developments and central bank policies and track rho when interest rates are in flux.
FAQs on options Greeks
Can you focus exclusively on delta while overlooking the other Greeks? While delta occupies a central role in option's trading, each Greek offers unique insights. Neglecting any of them may expose you to unforeseen risks. It is advisable to consider all the Greeks in your investment decisions.
How are these options Greeks calculated? Manual calculations for the options Greeks are tedious and unnecessary. Most options trading platforms provide real-time Greek values for your investments. Focus on understanding their implications rather than engaging in intricate calculations.
Are certain Greeks of greater significance for options sellers? Certainly. Theta holds particular relevance for options sellers. It signifies the favorable impact of time decay, enabling sellers to capitalize on options losing value over time.
