Call options

Options

What do long/short positions in call options mean? In the simplest terms, there are four positions an investor can take in options: buying call options (long call), selling/writing call options (short call), buying put options (long put), and selling/writing put options (short put).

What do long/short positions in call options mean?

First, we’ll consider call options. An investor that buys call options benefits from this position when the price of the underlying asset is higher than the strike price of the option at expiry. This allows the investor to buy the underlying asset at a price that is lower than the market price. Since the market price of the underlying asset could theoretically be infinitely high, the profit potential of this strategy is also unlimited.

Conversely, if at expiry the price of the underlying asset is lower than the strike price, the option expires with no intrinsic value and the investor’s loss is limited to the option premium paid when entering into the contract. The seller/writer of the call option has the opposite pay-off potential and receives a fixed option premium when they sell the contract. However, they may also have a theoretically unlimited loss.

Example

Examples

 

  • Long call option: an investor buys a call option on a share at a premium of €1, a strike price of €50, and the multiplier is 100. If at expiry the share price is below €50, the option will expire with no intrinsic value and the investor’s loss will be equal to the €100 premium paid to enter into the position. However, if the share price is higher than the strike price, then the option position starts earning a profit when the premium paid when entering into the position is offset, i.e. when it passes the break-even point, which is at €50 + €1 = €51.
  • Short call option: on the other side of the trade is the investor who sold the call option. If at expiry the share price is below €50, the writer will earn a profit equal to the €100 premium received from the long buyer. However, if the price increases above the strike price, then the writer of the call option will incur a loss when the share price crosses €51.

Schematically, the pay-off of a long and short call position looks like this:

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Besides buying or selling single options, there are many other possible strategies that involve positions in multiple options simultaneously, as well as combining options with positions in the underlying assets.

The Options Basics Explainer introduced the concepts of call and put options, strike price, expiry, and long or short positions in an option contract. This page looks in more detail at option pricing.

ETFs

Options

What is an ETF? An ETF – or exchange traded fund – is a fund formed by a basket of underlying instruments that can be traded on the exchange. ETFs are often (but not always) tracking an index and following the index methodology, providing investors a low-cost and efficient way to invest in an index without having to buy all the underlying constituents.

Options

Options

What are options? An option is a type of derivative contract that gives the holder the right to buy or sell the underlying asset at a predetermined price – the exercise or strike price – at or before a certain date. Options exist on a wide variety of underlying assets, like single stocks, indices, ETFs, bonds, currencies, commodities. These contracts can serve as tools to protect a portfolio against potential losses or to express an opinion about the direction of the market.

What do long/short positions in put options mean? In the simplest terms, there are four positions an investor can take in options: buying call options (long call), selling/writing call options (short call), buying put options (long put), and selling/writing put options (short put).

The Option Greeks are a collection of variables that measure the sensitivity of option prices to changes in underlying factors. Mathematically, they are derivatives of components of option pricing models. Each factor has a Greek letter assigned to it, hence the name ‘Greeks’.

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