In the Money vs. At the Money Options: An Example

In the money vs. at the money options

In the money options are options which have positive intrinsic value. This means that at the moment of expiration (when no time value is left), the option still represents some value if you exercise it. At the money options are options with strike price equal or very close to the current (the word current is very important) market price of the underlying asset.

If you only partly know what we are talking about now, the examples that follow will hopefully help clarify it. You may also want to read other articles explaining basic principles of options, which are summarized here: Options Basics.

An example of in the money and at the money options

Let’s say the shares of Caterpillar (CAT) stock are trading at 70 dollars. This is the market price of the underlying stock, which is very important for telling whether an option is in the money or at the money.

You have the following options on Caterpillar expiring in a few weeks:

Which of these options are in the money and which of them are at the money?

At the money options

At the money options are options which have the strike price approximately equal to the current market price of the underlying stock. In our portfolio of 6 options, there are 2 at the money options:

The intrinsic value of both these options is approximately zero, as you would not get any advantage (= not make any money) by exercising them given the current market price of Caterpillar.

In the money options

In the money options have positive intrinsic value. If you exercise in the money options, you are able to buy (if it’s a call) or sell (if it’s a put) the underlying stock (Caterpillar) for better price compared to what you would get in the stock market without using the option. What means better?

When you are buying a stock, lower price is better. Therefore, call options (rights to buy) with strike price lower than the current market price of the underlying stock have positive intrinsic value and they are in the money.

When you are selling a stock, you prefer higher price. Therefore, put options with strike price higher than the current market price of the underlying are better to own. They have positive intrinsic value and they are in the money.

In our Caterpillar example, we have 2 in the money options:

What about the remaining two options?

We have not talked about the remaining 2 options:

With the market price of the underlying stock equal to 70, these options are out of the money and their intrinsic value is zero (it can’t be negative because of the optionality – you can choose not to exercise).

Every option is either in the money, at the money, or out of the money. There is no fourth category. Here you can read more about the in the money vs. at the money vs. out of the money differences.


Related pages


rsi indicator settingshow to find the mean variance and standard deviationgeorge soros vs warren buffettcontango vs backwardationstock price volatility calculationhedge fund tradessma calculatorcontinuously compounded returnspayoff put optionexponential moving average javaoption delta hedgeshort term etfcomputation formula for standard deviationsample deviation calculator13f sechow to use normdist in exceldefinition of option contractfutures vs options differencevixx etfbuffett 13finverse etfs listmean deviation calculatorcboe ruless&p short etfcalculating volatility of a stocks&p 500 spreadsheetwww yahoo finance com symbolse excel formulas&p futures tickermacro hedge fund strategyhow to calc variancedelta hedging options examplenotepad optionshow to calculate stdev in excelstandard deviation formula on excelmomentum calculatormarket oversoldsigma squaredoption notional valuenorm.s.dist excelskewness calculationblack scholes standard deviationcalculating the sample variancedays calculator formula excelleveraged short etffx option valuationvariance and covariance formulagreeks calculatorformula for calculating standard deviation in statisticsoptions vs forwardsatm straddlesample covariance calculatorblack scholes put formulacalculate vegacumulative distribution exceldisadvantages of arithmetic meanvix symbolnormsdist formulashort etf s&pexcel variance formulasec 13f filingsnotional value optionsoption payoff calculatorskew equationoptions greeks calculatorthinkorswim historical datavxx optionwhat is skewness in statisticsspvxstr indexshort etf s&pinterpretation of skewnessmacd crosscalculating averages on excelwhere to find 13f filingsstandard deviation calculator in excelstdev.s