Options trading often appears complicated at first because the terms show up long before their meaning does. A trader might mention a strike or talk about time decay, and the conversation continues as if everyone already knows what that means. Most people do not, especially at the beginning. The good thing is that these concepts are far simpler than they seem.
Once the key option trading definitions are clear, the entire subject starts to feel structured and understandable.
Let us understand each term, one at a time, in order to understand options trading clearly.
Every option contract is linked to something real, something traded in the market. This ‘something’ is the underlying asset. It could be a familiar stock or an index or anything else the exchange allows. When the underlying moves, the option responds, so this ‘something’, the underlying asset, sits at the centre of the entire concept.
A call option grants the right to buy the underlying asset at a fixed level. This level is set in advance. Traders usually use calls when they expect an upward move. If the market climbs above that level, the call tends to gain value. The idea is straightforward even if this option trading terminology feels new.
A put option works in the other direction. It gives the right to sell the underlying asset. When a fall is expected, puts can help capture that movement. If the price drops below the chosen strike price, the put becomes more valuable. The relationship mirrors that of the call but in reverse.
The one who, by paying the premium, buys the right to exercise the option against the seller. The buyer may choose to buy or sell the underlying asset at the strike price, but has no obligation to do so. The buyer’s maximum loss is the premium paid.
The one who receives the premium and, in return, takes on the obligation to complete the buy or sell of the underlying asset at the strike price if the buyer exercises the option. The seller keeps the premium but faces potentially larger losses if the market moves unfavourably.
Every option is tied to a particular price known as the strike price. This number defines the behaviour of the option. Choosing a strike price becomes a judgement call based on market expectation and risk comfort. Different strikes give different outcomes even if the underlying is the same.
The premium is the cost of entering the options contract. This price changes through the trading day because many factors influence it. Sometimes the underlying asset barely moves but the premium still shifts because time value and volatility change continuously.
Options expire. They live for a specific period and then disappear. Weekly expiries are common for index options, while stocks usually come with monthly ones. As expiry nears, the impact of time decay grows sharper, and the premium can drop quickly.
Options are bought and sold in fixed groups called lots. The lot size does not usually change often, but exchanges can revise it. A single lot represents multiple units of the underlying, not just one.
An option becomes ITM when it has some real value instantly. For calls, the market must be trading above the strike price. For puts, the market must be below the strike price. These options behave more predictably because of this built-in value.
OTM options carry no intrinsic value. Their entire price relies on future movement. They often look cheaper because nothing inside the option has value yet. If no movement arrives, the premium fades gradually.
ATM options sit close to the current market level. They tend to react more quickly to shifts in price. Many traders use them when short term movement is the primary focus.
Intrinsic value is the amount the option would hold if exercised right now. For a call, it is the market price minus the strike price, if the result is positive. For a put, it is the strike price minus the market price, again only if positive. If the value is negative, the intrinsic value becomes zero.
Time value is whatever remains in the premium after removing intrinsic value. This portion steadily reduces, and the pace of that drop increases as expiry approaches. Time decay affects every option, whether or not the market moves.
Volatility simply measures how much the price tends to swing. When volatility rises, option premiums generally rise too because large moves become more likely. Lower volatility brings calmer prices and usually cheaper options.
Breakeven levels help define when a trade stops losing and begins turning profitable. For a call, it is the strike price plus premium. For a put, it is the strike price minus premium. These numbers help show how realistic a trade idea is.
Greeks describe how sensitive an option is to different changing conditions.
Delta shows how the premium reacts to price moves.
Theta captures time decay.
Vega reflects changes in volatility.
Gamma shows how Delta itself shifts.
Rho deals with interest rates but usually has a weaker influence on short-dated contracts.
Exercise happens when the option holder decides to use the right in the contract. Assignment is the seller’s side of that process. In India, index options settle in cash, while stock options may be physically settled depending on the rules of the exchange.
Understanding these key options trading terminologies removes much of the confusion around options trading. The concepts connect more naturally once the vocabulary is simplified. Over time, charts and option chains begin to look less crowded and more meaningful. These option trading definitions may seem numerous, but they eventually blend into everyday market thinking and make the entire subject far easier to handle.
Sources
This article is for informational purposes only and does not constitute financial advice. It is not produced by the desk of the Kotak Securities Research Team, nor is it a report published by the Kotak Securities Research Team. The information presented is compiled from several secondary sources available on the internet and may change over time. Investors should conduct their own research and consult with financial professionals before making any investment decisions. Read the full disclaimer here.
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