Investment and Financial Markets

Is Selling a Put the Same as Buying a Call?

Explore how two popular financial strategies, despite similar market outlooks, carry fundamentally different obligations and risk profiles.

Options are financial derivatives that allow investors to participate in market movements without directly owning the underlying asset. While both selling a put option and buying a call option can benefit from an upward or stable price movement, their underlying mechanics, associated rights and obligations, and risk and reward profiles are fundamentally different. This article explores these distinct strategies.

Understanding Options Fundamentals

An option contract is a derivative financial instrument, granting the buyer the right, but not the obligation, to engage in a transaction involving an underlying asset at a predetermined price, known as the strike price, on or before a specified expiration date. The value of an option is derived from this underlying asset, which can be a stock, an exchange-traded fund (ETF), or an index.

Key components define each option contract. The underlying asset is the specific security or financial product upon which the option is based. The strike price is the fixed price at which the underlying asset can be bought or sold if the option is exercised. The expiration date marks the final day the option holder can exercise their right, after which the contract becomes worthless. The premium is the price paid by the option buyer to the seller for acquiring this right.

There are two primary types of options from a buyer’s perspective. A call option provides the buyer the right to purchase the underlying asset at the strike price. Conversely, a put option grants the buyer the right to sell the underlying asset at the strike price.

Options are categorized based on their relationship to the underlying asset’s current market price and the strike price. An option is “in the money” when exercising it would result in an immediate profit, meaning the underlying price is above the strike for a call or below the strike for a put. An option is “at the money” when the underlying price is equal to the strike price. An option is “out of the money” when exercising it would not be profitable, meaning the underlying price is below the strike for a call or above the strike for a put. An options chain is a comprehensive listing that displays all available option contracts for a particular underlying asset, organized by strike price and expiration date.

Selling a Put Option

Selling, or writing, a put option means taking on the obligation to purchase the underlying asset at the specified strike price if the option buyer chooses to exercise their right. This strategy is employed by investors who hold a neutral to bullish outlook on the underlying asset. The primary motivation for selling a put is to collect the premium paid by the option buyer.

The maximum profit a put seller can achieve is limited to the premium received when the option is sold. This maximum profit occurs if the underlying asset’s price remains above the strike price at expiration, causing the option to expire worthless. The maximum loss, however, can be substantial, as the underlying asset’s price can theoretically fall to zero. In such a scenario, the loss is calculated as the strike price multiplied by the number of shares per contract (typically 100), minus the premium received.

A common approach for selling puts is known as a “cash-secured put,” where the seller holds sufficient cash in their brokerage account to cover the potential purchase of the shares if assigned. This ensures the seller can fulfill their obligation without needing to borrow funds. A “naked put,” conversely, is a strategy where the seller does not hold the underlying cash or shares, exposing them to potentially unlimited risk and requiring significant margin from their broker.

Time decay, often referred to as theta, benefits the put seller. As time passes and the option approaches its expiration date, its extrinsic value erodes, which works in favor of the seller who collected the premium. Conversely, an increase in implied volatility, represented by vega, is detrimental to a put seller, as it increases the option’s value and thus the potential cost of buying it back or the risk of assignment.

At expiration, if the underlying asset’s price is below the strike price, the put option is “in the money,” and the seller will likely be assigned, meaning they must purchase the underlying shares at the strike price. If the price is at or above the strike price, the option is “out of the money” and expires worthless, allowing the seller to keep the entire premium as profit. From a tax perspective, the premium received from selling a put is considered a short-term capital gain regardless of the holding period, and any losses incurred are also treated as short-term losses.

Buying a Call Option

Buying a call option grants the holder the right, but not the obligation, to purchase the underlying asset at a predetermined strike price on or before the expiration date. This strategy is used by investors who anticipate a significant increase in the underlying asset’s price. The motivation behind buying a call is to leverage a relatively small capital outlay to potentially profit from a large upward price movement, rather than purchasing the shares outright.

The maximum loss for a call buyer is limited to the premium paid for the option contract. This occurs if the underlying asset’s price does not rise above the strike price by expiration, causing the option to expire worthless. The maximum profit, however, is theoretically unlimited, as the underlying asset’s price can continue to rise indefinitely.

Time decay, or theta, is a disadvantage for a call buyer. As the option approaches its expiration date, its value erodes, meaning the call buyer loses money each day if the underlying price does not move favorably. Conversely, an increase in implied volatility, or vega, benefits the call buyer. Higher volatility can increase the probability of the underlying asset making a significant move, thereby increasing the call option’s value.

Upon expiration, if the underlying asset’s price is above the strike price, the call option is “in the money,” and the buyer can choose to exercise it, purchasing the shares at the strike price. Alternatively, the buyer can sell the option for a profit in the open market. If the underlying price is at or below the strike price, the option is “out of the money” and expires worthless, and the buyer loses the premium paid. For tax purposes, gains or losses from buying a call option are classified as short-term capital gains or losses if the option is held for less than a year. If held for over a year, they may qualify for long-term capital gains rates.

Comparing Selling Puts and Buying Calls

While both selling a put option and buying a call option can be utilized with a bullish or neutral-to-bullish market outlook, and both strategies exhibit positive delta, meaning they benefit from an increase in the underlying asset’s price, they are distinct. Their differences stem from their inherent mechanics, the rights and obligations they confer, and their unique risk and reward structures.

A primary differentiator lies in rights versus obligations. Buying a call option grants the investor a right to buy the underlying asset, but no obligation to do so. Conversely, selling a put option incurs an obligation for the seller to buy the underlying asset if the option is exercised by the buyer. This distinction means the call buyer has flexibility, while the put seller assumes a potential commitment.

The flow of premium also differs significantly. A call buyer pays a premium to acquire the right to purchase the underlying asset. In contrast, a put seller receives a premium for taking on the obligation to potentially purchase the underlying asset. This premium represents the maximum profit for the put seller, while it is the maximum loss for the call buyer.

Their risk and reward profiles are inverted. A call buyer faces a limited downside, capped at the premium paid, but benefits from potentially unlimited upside as the underlying asset’s price can theoretically rise without limit. A put seller, on the other hand, has limited upside, restricted to the premium received, but faces potentially significant downside risk if the underlying asset’s price drops substantially.

Capital requirements for these strategies vary as well. Buying a call option only requires the payment of the premium. Selling a cash-secured put, however, necessitates setting aside enough cash to cover the purchase of the underlying shares if assigned, or meeting margin requirements for a naked put. This implies a higher capital outlay or margin commitment for the put seller.

The impact of time decay, or theta, is opposite for these two positions. Time decay works against a call buyer, eroding the option’s value as expiration approaches. Conversely, time decay benefits a put seller, as the decreasing extrinsic value of the option contributes to their profit. Similarly, the effect of volatility, or vega, is opposing. Increased volatility tends to favor a call buyer by increasing the potential for large price movements, while it harms a put seller by increasing the likelihood of assignment or the cost of closing the position.

While both strategies profit from an increase in the underlying asset’s price, their optimal market conditions can differ slightly. Buying a call typically requires a strong upward movement in the underlying asset to be profitable. Selling a put can also profit in a sideways market, as long as the underlying asset’s price remains above the strike price, allowing the option to expire worthless. The fundamental difference between holding a “right” and assuming an “obligation,” combined with their distinct risk/reward profiles and capital requirements, makes selling a put and buying a call unique strategies, despite their shared bullish directional bias.

Previous

How Much Are the Wheat Pennies Worth?

Back to Investment and Financial Markets
Next

Can You Sell Bitcoin Short? An Overview of Methods