An options contract is an agreement that allows a trader to buy or sell an asset at a predetermined price before or on a specific date. While options contracts may sound similar to futures contracts, traders who buy options contracts are under no obligation to settle their position.
Options contracts may be derived from a variety of underlying assets, including stocks and cryptocurrencies. These contracts may also be derived from financial indices. Options contracts are often used to hedge the risk of existing positions and conduct speculative transactions.
Options are divided into two basic types, namely call options and put options. A call option gives the contract owner the right to buy the underlying asset, while a put option gives the contract owner the right to sell the underlying asset. Therefore, traders typically select call options when they expect the price of the underlying asset to increase and put options when they expect the price to decrease. They may also use call and put options with the goal of keeping prices stable, or even use a combination of the two options to bet on market fluctuations.
An option contract consists of at least four parts: size, expiration date, exercise price and premium. First, order size refers to the number of contracts to be traded. Second, the expiration date is the date when the trader can no longer exercise the option. Again, the strike price refers to the price at which the asset will be bought and sold (if the buyer of the contract decides to exercise the option). Finally, premium refers to the price at which an options contract trades. The price represents the amount an investor must pay to obtain the option. Therefore, the buyer obtains the contract from the writer (seller) based on the value of the premium, which continuously changes as the expiration date approaches.
Basically speaking, if the exercise price is lower than the market price, traders will buy the underlying asset at a discount. After the premium is included, they may choose to exercise the contract, from which Profit. However, if the exercise price is higher than the market price, the option holder has no reason to exercise the option, and the contract will be deemed invalid. If the contract is not exercised, the buyer only loses the premium paid when opening the position.
It is important to note that while the buyer can choose whether to exercise call and put options, the action of the writer (seller) depends on the buyer's decision. That is, if the buyer of a call option decides to exercise his contract, the seller is obligated to sell the underlying asset. Likewise, if a trader buys a put option and decides to exercise it, the seller is obligated to buy the underlying asset from the contract holder. This means that the author is at higher risk than the buyer. While the buyer's losses are limited to the premium paid for the contract, the author's losses may be greater depending on the market value of the asset.
Some contracts give traders the right to exercise the option at any time before expiration. This type of contract is often called an American options contract. In contrast, European options contracts can only be exercised on the expiration date. But it’s worth noting that the names of these contracts have nothing to do with their geographic location.
The value of the premium is affected by many factors. Simply put, the premium we can set for an option depends on at least four factors: the price of the underlying asset, the exercise price, the time remaining to expiration, and the volatility of the corresponding market (or index). These four components have different effects on call and put premiums, as shown in the table below.
Call option premium | Put option premium | ||
Asset prices increase | Rise | Fall | p> |
The exercise price increases | Falls p> | Increase | |
Time decrease | Falling | Falling | |
Volatilities | Rising | Rise |
We can easily see Therefore, the impact of asset price and exercise price on call premium and put premium are opposite. In contrast, shorter time periods generally mean lower premiums for both options. The main reason is that the shorter the timeframe, the less likely traders are to have the contract move in their favor. On the other hand, rising volatility levels typically lead to rising premiums. Therefore, options contract premiums are the result of a combination of these and other factors.
Option price sensitivity is used to measure the impact on contract prices A tool for some of the many factors. Specifically, they are statistical values that measure the risk of a specific contract based on different underlying variables. Here is a brief description of some of the major option price sensitivities and what they measure:
Delta: Measures the degree of change in the price of an option contract relative to the price of the underlying asset. For example, a delta of 0.6 means that for every $1 change in the asset's price, the premium is likely to change by $0.60.
Gamma: Measures the rate of change of Delta over time. Assuming Delta changes from 0.6 to 0.45, the option has a Gamma of 0.15.
Theta: Measures the price change associated with shortening the contract time by one day. It shows how the premium is expected to change as the option contract expiration date approaches.
Vega: Measures the corresponding change rate of the contract price for every 1% change in the implied volatility of the underlying asset. Increases in Vega typically reflect increases in call and put prices.
Rho: Measures the expected price change associated with interest rate fluctuations. Rising interest rates typically cause call options to increase in price and put options to decrease in price. Therefore, a call option has a positive Rho value and a put option has a negative Rho value.
Options contracts are widely used as hedging tools. A very basic example of a hedging strategy would be for a trader to purchase a put option on a stock that they already own. If the overall value of a major holding is lost due to a price decline, exercising a put option can help traders mitigate losses.
For example, suppose Alice buys 100 shares of stock at $50, hoping that the market price will rise. But to hedge against the possibility of a drop in the stock price, she decides to buy a put option with an exercise price of $48, paying a premium of 2 per share. If the market turns bearish and the stock price falls to $35, Alice can exercise the contract to mitigate her loss and sell the stock at $48 per share instead of $35 per share. But if the market turns bullish, then she does not need to exercise the contract and only loses the premium paid ($2 per share).
Thus, Alice will break even at $52 ($50 + $2 per share), while her loss will be capped at $400 (paid The $200 premium, plus the maximum loss of $200 if the stock is sold at $48 per share).
Options are also widely used Speculative trading. For example, a trader who believes an asset price is about to rise might buy a call option. If the asset price is higher than the strike price, the trader can exercise the option and buy it at a discount. When the price of an asset is higher or lower than the exercise price, making the contract profitable, the option is called a "real-money option." Correspondingly, if the contract is at the break-even point, it is called an "at-the-money option"; if it is at a loss, it is called an "out-of-the-money option."
Traders can use a variety of four strategies when trading options Basic position-based strategy. A buyer can buy a call option (the right to buy) or a put option (the right to sell). The writer can sell a call or put option contract. As mentioned earlier, if the contract holder decides to exercise the option, the author is obligated to buy or sell the asset.
There are different options trading strategies to choose from based on the various possible combinations of call and put contracts. Some basic examples of these strategies are: protective puts, covered calls, straddles, and wide straddles.
Protective Put: A put option contract involving the purchase of an existing asset. This is the hedging strategy used by Alice in the previous example. This strategy is also known as portfolio insurance because it protects investors from potential downward trends while maintaining their exposure in case asset prices rise.
Covered call: A call option involving the sale of an existing asset. Investors can use this strategy to earn additional income (option premiums) from their stock holdings. If the contract is not exercised, the investor can earn a premium while retaining the asset. But if the contract is exercised because the market price rises, the investor is obligated to sell the position.
Straddle arbitrage: refers to buying call options and put options on the same asset with the same exercise price and expiration date. As long as the price of an asset rises or falls by a large enough amount, traders can make a profit. Simply put, traders are betting on market movements.
Straddle arbitrage: Involves simultaneously buying "out of the money" call options and put options (that is, at a high Buy call options at an exercise price below the market price and buy put options at an exercise price below the market price). A wide straddle is basically the same as a straddle, but the cost of opening a position is lower. However, wide straddles require higher levels of volatility to be profitable.
Suitable for hedging market risks.
More flexibility in speculative trading.
A variety of combinations and trading strategies with unique risk/reward patterns can be employed.
It is possible to profit from all market trends (bull, bear and bull markets).
It can reduce the cost of opening a position.
Allows multiple transactions to be executed at the same time.
The operating mechanism and royalty calculation are sometimes difficult to understand.
Involves high risk, especially for the author (seller)
Trading strategies are more complex than traditional alternative strategies.
The options market often suffers from low liquidity levels, making it less attractive for most traders.
The premium value of an option contract fluctuates greatly and decreases as the expiration date approaches.
Options Contracts and Futures Contracts All are derivatives and therefore present some of the same use cases. Despite their similarities, there are huge differences in settlement mechanisms.
Unlike options, futures contracts typically execute on expiration, meaning the contract holder is legally obligated to trade the underlying asset (or cash with their respective values) . Options, on the other hand, can only be exercised at the discretion of the trader holding the contract. If the contract holder (buyer) exercises the option, the writer (seller) is obligated to trade the underlying asset.
As the name suggests, options (options) allow investors to choose to buy in the future or sell assets without regard to market price. Such contracts are versatile and can be used in a variety of situations: not only for speculative trading, but also for executing hedging strategies.
However, it is important to note that trading options and other derivatives involves many risks. Therefore, before using this type of contract, traders should carefully understand how it works. It is also important for traders to fully understand the different combinations of call and put options, as well as the potential risks involved with each strategy. Additionally, traders should consider employing risk management strategies as well as technical and fundamental analysis to control potential losses.