Understand how options and futures derive value from an underlying asset, how they are used for hedging or speculation, and why leverage makes them heavily tested.
Derivatives are tested because they change the payoff profile of an investment without requiring direct ownership of the underlying asset. At the introductory exam level, you usually do not need advanced pricing theory. You do need to know what an options or futures contract does, who has a right versus an obligation, and why leverage increases both opportunity and risk.
A derivative gets its value from something else, such as a stock, bond, commodity, currency, interest rate, or market index. That underlying reference is what drives the contract’s value.
The exam distinction is straightforward:
Derivatives are commonly used for two broad purposes:
flowchart TD
A["Underlying asset or index"] --> B["Derivative contract"]
B --> C["Option"]
B --> D["Futures contract"]
C --> E["Right to buy or sell"]
D --> F["Obligation at contract terms"]
E --> G["Hedge or speculate"]
F --> G
An option gives the holder a right, but not an obligation.
The buyer pays a premium for that right. The seller, or writer, receives the premium and takes on the contractual obligation if the option is exercised.
At this level, focus on the directional logic:
A futures contract is a standardized agreement to buy or sell an underlying asset at a stated price on a future date. Unlike an option, a futures contract creates obligations on both sides.
Key introductory points:
That structure makes futures useful for hedgers such as producers, users of commodities, and institutions managing exposure. It also makes futures highly leveraged and therefore risky for speculators who do not control position size.
Most introductory securities exams use derivatives to test core distinctions rather than trading technique. Common question angles include:
If the question looks complicated, reduce it to the underlying exposure. Ask what the investor is trying to protect or what direction the investor expects.
A portfolio manager owns a large position in a stock and is concerned about a short-term decline but does not want to sell the shares. Which strategy best matches that objective?
A. Buy call options on the stock. B. Buy put options on the stock. C. Sell the stock short. D. Buy futures contracts requiring purchase of more shares later.
Correct Answer: B
Explanation: A put gives the holder the right to sell at the strike price and can help hedge downside risk in a long stock position. A call is typically used for bullish exposure, and the other two choices increase or complicate exposure rather than protect the existing position.