What Are Derivatives? Types, Uses and Examples
By Forex & Brokers DeskUpdated Nov 10, 2026

Definition
A derivative is a contract between two or more parties whose value depends on an underlying asset, rate or benchmark. Futures, forwards, options and swaps are the four standard types.
Key takeaways
- Profit and loss track the notional value of the exposure, not the margin or premium actually posted.
- Exchange-traded contracts use a clearinghouse and daily margin, while OTC contracts carry counterparty risk.
- Futures, forwards and swaps obligate both sides, while an option buyer can lose no more than the premium.
- With margin at 10% of notional value, a 10% adverse move can wipe out the entire deposit.
A derivative is a financial contract between two or more parties whose value depends on the price of something else: an underlying asset, a group of assets, a rate or a benchmark. The contract itself is not ownership of that underlying. It is a set of rights and obligations (to buy, sell, pay or receive) whose worth rises and falls as the underlying moves. Futures, forwards, options and swaps are the four standard types. Businesses and traders use them to hedge risk they already carry, to speculate on price moves without holding the asset, or to control a large exposure with a small amount of capital.
What Is a Derivative?
Every derivative has three building blocks:
- The underlying. This is what the contract references: most often stocks, bonds, commodities, currencies, interest rates or market indexes, but also volatility indexes, credit events or weather data such as rainfall or temperature.
- The contract terms. These set the quantity, the price or rate, the date or dates when something happens, and how the contract is settled.
- The counterparties. At least two parties take opposite sides. When one gains from a move in the underlying, the other loses the same amount before costs, which is why derivatives are described as zero-sum between the parties.
Because its value comes entirely from the underlying, a derivative has no intrinsic value of its own: an oil futures contract is worth something only because oil has a market price.
Two figures describe a derivative position and are easy to mix up. Notional value is the size of the exposure the contract represents: the quantity of the underlying multiplied by its price. Margin or premium is the cash actually put up to hold the position. A contract on 1,000 barrels of oil has a notional value equal to 1,000 times the oil price, even though the trader may post only a fraction of that as margin. Profit and loss track the notional exposure, not the deposit.
Legally, some of these contracts (such as exchange-listed equity options) are securities and others (such as commodity futures) are commodity contracts. In the United States, futures and most swaps fall under the Commodity Futures Trading Commission (CFTC), while securities options and security-based swaps fall under the Securities and Exchange Commission (SEC).
How Derivatives Work
A derivative links two parties to a future outcome. At the start, the terms are fixed. Over the life of the contract, the underlying price moves, and the contract’s value moves with it. At the end, or earlier if a party closes out, the gain or loss is settled.
Exchange-traded vs. over-the-counter
Where a derivative trades changes who carries the risk of the other side failing to pay.
Exchange-traded derivatives, mainly futures and listed options, are standardized. The exchange sets the contract size, expiration dates, tick size and settlement method. A clearinghouse stands between buyer and seller, becoming the buyer to every seller and the seller to every buyer. Positions are marked to market daily, and participants post margin, so losses are collected as they occur instead of piling up until expiration. The Chicago Mercantile Exchange (CME) is one of the largest derivatives exchanges in the world.
Over-the-counter (OTC) derivatives, such as forwards and most swaps, are negotiated privately between two parties, often a company and a bank. The terms can be customized to almost any need: an odd amount, a specific date, a particular reference rate. The cost of that flexibility is counterparty risk, the chance that the other party defaults or fails to deliver. Since the 2008 financial crisis, many standardized OTC swaps in the United States and Europe must be cleared through central counterparties and reported, but bespoke contracts still carry bilateral credit exposure.
Leverage and margin
Many derivatives let a trader control a large notional position with a small amount of capital. In futures, the trader posts initial margin, a good-faith deposit, and must keep the account above a maintenance level. If losses push it below that level, the broker issues a margin call. In options, the buyer pays a premium that is usually a small fraction of the value of the underlying shares.
Leverage changes the math of a position. If a trader posts margin equal to 10% of notional value, a 1% move in the underlying produces roughly a 10% change in the margin deposit (hypothetical figures). A 10% adverse move can wipe out the entire deposit, and in futures, losses are not capped at the margin posted.
Physical delivery vs. cash settlement
A contract ends in one of three ways:
- Physical delivery. The seller delivers the underlying and the buyer pays the agreed price. Some commodity futures and many currency forwards work this way.
- Cash settlement. No asset changes hands; the difference between the contract price and the final reference price is paid in cash. Stock index futures, many interest rate futures, volatility futures and weather futures are cash-settled, since there is no practical way to deliver an index or a rainfall total.
- Offsetting before expiration. A trader closes the position with an equal and opposite trade, or rolls it into a later contract, before the expiration or first notice date set by the exchange. Speculators in physically settled futures normally do this because they have no use for a tanker of crude oil.
Locks and Options: The Two Classes
Derivatives sort into two families based on what the parties owe each other.
Lock products (futures, forwards and swaps) bind both parties to the agreed terms for the life of the contract. Each side has an obligation, and each side’s potential gain or loss grows as the underlying moves further from the agreed price.
Option products give the buyer the right, but not the obligation, to buy or sell the underlying at a set price on or before a set date. The buyer pays a premium for that right. The seller (the writer) collects the premium and takes on the obligation to perform if the buyer exercises.
That difference shapes the payoff. A lock produces a straight-line payoff: every dollar the underlying moves is a dollar gained by one side and lost by the other. An option buyer’s loss is limited to the premium, while the payoff above (for a call) or below (for a put) the strike can be large. The option writer has the reverse profile: a limited gain and a potentially large loss.
Types of Derivatives
Futures
A futures contract is a standardized, exchange-traded agreement to buy or sell a set quantity of an asset at an agreed price on a future date. Both sides are obligated.
Hypothetical example. A manufacturer that needs crude oil next month buys one oil futures contract at $70 per barrel. The WTI crude oil futures contract on the CME covers 1,000 barrels. On the other side is an oil producer that wants to lock in a selling price.
- If oil rises to $85 at expiration, the buyer’s long position gains ($85 − $70) × 1,000 = $15,000. The seller’s short position loses the same $15,000. The manufacturer still pays $85 for oil in the spot market, but the futures gain offsets the higher cost, so its effective price stays near $70.
- If oil falls to $60, the buyer loses ($70 − $60) × 1,000 = $10,000 on the futures, but buys physical oil more cheaply. The producer gains on the short futures and offsets the lower price it receives for its oil.
Each hedger has given up the chance of a better price in exchange for certainty, protecting the margin already built into its business plan. A speculator with no physical oil exposure would keep the futures gain or loss as its whole result. Because futures are marked to market, these gains and losses would accumulate day by day through margin flows, not all at once at expiration.
Forwards
A forward contract is the OTC counterpart of a future: an agreement to buy or sell an asset at a set price on a set date, negotiated directly between two parties. The amount, date, settlement method and other terms are customized.
Forwards are especially common in currency markets. A company due to receive €2 million in six months can agree with its bank today on the rate at which it will convert those euros into dollars. Whatever happens to EUR/USD in the meantime, the company knows its dollar proceeds.
The trade-offs against futures:
| Feature | Futures | Forwards |
|---|---|---|
| Where traded | Exchange | Over the counter |
| Terms | Standardized | Customized |
| Counterparty | Clearinghouse | The other party directly |
| Margin and daily settlement | Yes | Depends on the agreement; often settled at maturity |
| Closing early | Offset on the exchange | Negotiate with the counterparty or enter an offsetting forward |
If one party to a forward becomes insolvent, the other may be left with an unrealized gain it cannot collect, and offsetting forwards with new counterparties lengthens the chain of credit exposures.
Swaps
A swap is an agreement to exchange one stream of cash flows for another over a period of time. The most common is the interest rate swap, which exchanges fixed-rate payments for floating-rate payments on the same notional principal. The principal itself usually never changes hands; only the interest flows are swapped, typically netted into one payment.
Hypothetical example. Company A has a $1,000,000 loan at a floating rate, currently 6%. It worries that rates will rise. It enters a swap with Company B in which A pays B a fixed 7% on $1,000,000 and B pays A the floating rate on the same amount. A uses B’s floating payment to cover its loan interest, so its net cost is the fixed 7%.
| Floating rate | A pays B (fixed 7%) | B pays A (floating) | Net payment |
|---|---|---|---|
| 6% | $70,000 | $60,000 | A pays B $10,000 |
| 5% | $70,000 | $50,000 | A pays B $20,000 |
| 8% | $70,000 | $80,000 | B pays A $10,000 |
(Annual figures, ignoring payment frequency and day-count conventions.)
In every row, A’s loan interest plus or minus the swap payment comes to $70,000, which is 7% fixed. The swap has converted a floating-rate loan into a fixed-rate one. A gives up the benefit if rates fall; B takes the opposite view or has the opposite need.
Other swaps exchange different risks:
- Currency swaps exchange principal and interest in one currency for principal and interest in another, often used by companies that borrow in one currency and earn revenue in another.
- Credit default swaps (CDS) transfer the risk of a borrower defaulting. The protection buyer pays a regular fee; the seller pays out if a defined credit event occurs.
- Commodity and total return swaps exchange fixed payments for the returns on a commodity price or an asset.
Swaps tied to mortgage-related bonds and the credit risk of financial firms were central to the 2008 financial crisis. Large, concentrated exposures to credit default swaps meant that the potential failure of one major seller of protection threatened many of its counterparties at once, which is the textbook case of systemic risk from derivatives.
Options
An option gives its buyer the right, but not the obligation, to buy (a call) or sell (a put) an underlying asset at a set strike price until or on an expiration date. The buyer pays a premium to the seller. A standard U.S. listed equity option covers 100 shares.
Exercise style determines when the right can be used:
- American-style options can be exercised any time up to expiration. Most U.S. single-stock and ETF options are American-style.
- European-style options can be exercised only at expiration. Many index options, including those on the S&P 500 index, are European-style.
Hypothetical example: protective put. An investor owns 100 shares bought at $50. To protect against a drop, the investor buys one put option with a $50 strike for a $2 premium, costing $200.
- If the shares fall to $40, the investor exercises and sells at $50. The stock loss is avoided, and the total cost of protection is the $200 premium. Without the put, the loss would have been ($50 − $40) × 100 = $1,000.
- If the shares rise to $60, the put expires worthless. The investor keeps the $1,000 stock gain minus the $200 premium, for $800.
Hypothetical example: buying a call. A trader who does not own the stock expects it to rise from $50. The trader buys one call option with a $50 strike for $2, or $200.
- If the stock reaches $60 before expiration, the call is worth at least $10 per share. Exercising (or selling the option) produces ($60 − $50) × 100 = $1,000, minus the $200 premium, for roughly $800 before broker fees.
- If the stock stays at or below $50, the call expires worthless and the trader loses the $200.
Other derivative types
Several widely traded instruments are variations on these four:
- Contracts for difference (CFDs) pay the difference between an asset’s price when the position is opened and when it is closed. They are cash-settled OTC contracts, offered by brokers in many countries on indexes, shares, commodities and currencies, and are not permitted for retail clients in the United States.
- Perpetual futures, common in crypto markets, have no expiration date. A periodic funding payment between longs and shorts keeps the contract price close to the spot price.
- Warrants resemble long-dated call options but are issued by a company or financial institution rather than written by other traders.
- Weather and other index derivatives pay out based on measured data such as temperature or rainfall, which lets businesses like utilities and farms hedge risks no traditional asset captures.
How Derivatives Are Used
Hedging
A hedger already carries a risk from its business or portfolio and uses a derivative whose value moves the opposite way. Beyond the commodity, interest rate and stock examples above, currency risk is a core use: derivatives historically grew up around international trade, where merchants needed protection from shifting currency values.
Hypothetical example. A European investor whose accounts are in euros buys shares of a U.S. company in dollars. If the euro strengthens against the dollar, the investor’s dollar gains convert into fewer euros. Selling EUR/USD-linked exposure forward, or using currency futures, locks in a conversion rate and removes most of that exchange rate risk. The stock risk remains; only the currency risk is hedged.
A hedge rarely matches the exposure perfectly. The contract size, the date or the exact underlying may differ from the real risk, leaving basis risk: the chance that the hedge and the exposure do not move one-for-one.
Speculation
A speculator takes on risk to profit from an expected price move, without owning the underlying. Someone who expects the euro to rise against the dollar can buy a euro futures contract or a call on the currency. Speculators provide the other side for hedgers and add trading volume, which helps hedgers enter and exit positions.
Arbitrage and price discovery
When a derivative’s price drifts away from the price implied by the underlying, arbitrageurs buy the cheaper side and sell the dearer one, pulling the prices back in line. Futures markets also serve as a public reference for expected prices: the futures price for a commodity months ahead is widely watched by producers and buyers.
What Determines a Derivative’s Price
A derivative’s value is tied to its underlying, but not equal to it. Several other inputs matter:
- Time to expiration. For options, more time means more chance of a favorable move, so longer-dated options cost more. That time value erodes as expiration approaches.
- Interest rates. Holding a futures position instead of buying the asset frees up cash that can earn interest, which raises the fair futures price.
- Carrying costs and income. Storage and insurance for commodities, or dividends on stocks, push the futures price up or down relative to spot.
- Volatility. Higher expected volatility makes options more valuable to buyers and more expensive.
- Supply and demand for the contract itself. Order flow and liquidity can move a derivative’s price independently of the underlying, especially in thinly traded contracts.
For forwards and futures, the core relationship is cost of carry. In its simple form:
Forward price = Spot price × (1 + financing rate − income yield) × time, more precisely F = S × e^((r − q) × T), where r is the interest rate, q the income (or the negative of storage cost) and T the time in years.
In currency markets the same logic is called covered interest rate parity:
F = S × (1 + r_quote × T) ÷ (1 + r_base × T)
Hypothetical example. EUR/USD spot is 1.1000. The one-year dollar interest rate is 5% and the euro rate is 3%. The one-year forward is 1.1000 × 1.05 ÷ 1.03 ≈ 1.1214. The forward is higher than spot not because anyone expects the euro to rise, but because the interest rate difference must be priced in; otherwise a trader could borrow in one currency, convert, invest in the other and lock in a riskless profit.
Option pricing is more involved. The Black-Scholes model values European options from the underlying price, strike, time, interest rate and volatility, and traders track how sensitive an option is to each of those inputs through the option Greeks.
Advantages and Disadvantages of Derivatives
Advantages
- Lock in prices and rates. Producers, buyers and borrowers can fix future costs or revenues.
- Hedge specific risks. A company can remove currency, interest rate or commodity risk while keeping its core business exposure.
- Capital efficiency. A portfolio manager can adjust stock market exposure with index futures in minutes, without selling hundreds of individual shares.
- Access. Derivatives open markets that are hard to trade directly, such as an entire index, a commodity without storage, or a credit risk.
- Limited-loss structures. Option buyers know their maximum loss, the premium, in advance.
Disadvantages and limitations
- Leverage cuts both ways. In futures, short options and many OTC contracts, losses can exceed the initial deposit.
- Counterparty risk. An OTC gain is only as good as the other party’s ability to pay. Clearing reduces this risk but shifts it to the clearinghouse and its members.
- Valuation complexity. Misunderstanding how a contract’s price responds to time, rates, carrying costs and volatility is a real risk for non-specialists.
- Liquidity risk. Far-dated or customized contracts can be hard to exit at a fair price.
- Basis risk and time decay. Hedges rarely match exposures exactly, and option buyers lose value as expiration approaches if the underlying does not move enough.
- Systemic risk. Dense networks of contracts between large institutions can spread one firm’s failure to others, as in 2008.
Distinctions Readers Often Confuse
Owning the asset vs. holding a derivative. A shareholder owns part of a company and may receive dividends and votes. A holder of a stock option or stock CFD has an exposure to the share price but no ownership rights.
Spot vs. derivatives in forex. A spot currency trade exchanges one currency for another at today’s rate (settling in about two business days for most pairs). Currency forwards, futures, swaps, options and CFDs are derivatives on that exchange rate.
Notional value vs. money at risk. Profit and loss are calculated on notional value, not on the deposit. Headline figures for the size of the global derivatives market are notional totals, far larger than the cash actually exchanged.
Hedging vs. speculation. These describe the user’s purpose, not the instrument. The same oil futures contract is a hedge for an airline that buys jet fuel and a speculation for a trader with no oil exposure.
Financial derivative vs. calculus derivative. In mathematics, a derivative is the rate of change of a function. The financial term is unrelated, although the option Greeks are literally mathematical derivatives of the option price with respect to its inputs.
A Brief History
Organized derivatives trading took recognizable form at the Dojima Rice Exchange in Osaka in the 18th century, where merchants traded standardized rice contracts. The Chicago Board of Trade, opened in 1848, developed standardized grain futures, and the Chicago Board Options Exchange began listing stock options in 1973, the year Fischer Black and Myron Scholes published their option pricing model. Currency and interest rate futures followed in the 1970s, and swaps grew rapidly from the 1980s. After 2008, the Dodd-Frank Act of 2010 and similar European rules pushed standardized swaps into central clearing and trade reporting.
FAQs
Can individual traders use derivatives?
Yes. Retail traders commonly trade listed options and futures through brokers, and CFDs in many countries outside the United States. Brokers typically require approval for options levels and margin accounts, and because losses on leveraged contracts can exceed the deposit, position sizing matters more than with ordinary share purchases.
The Bottom Line
Derivatives matter to businesses, investors and traders who want to hedge price, currency, interest rate or credit risk, or to take a view on prices without owning the asset. They can lock in costs and open hard-to-reach markets, but leverage, counterparty exposure, basis risk and pricing complexity mean anyone using them should understand the full notional exposure and how losses can exceed the cash put up.















