Use futures and forwards for directional views, price hedging, and arbitrage, with attention to contract sizing, basis risk, and carry.
Futures and forwards for speculation, hedging, and arbitrage appears in the official CIRO Derivatives Exam syllabus as part of Speculating, hedging and other investment strategies. Questions here usually test whether you can choose between direct directional exposure, a hedge against an existing position, and a pricing-dislocation trade without confusing those jobs.
Futures and forwards are powerful because they create direct price exposure with relatively little initial cash outlay. That same feature is why the exam expects you to classify the objective before you recommend the contract. If the fact pattern begins with an existing inventory, planned purchase, or known funding need, you should be thinking about a hedge. If the fact pattern begins with a market view and no underlying exposure, you are probably in speculation territory. If the fact pattern compares cash and derivative prices that should converge but do not, the right lens is arbitrage.
The trap is to see the same contract and assume the same analysis. A long futures position can be a bullish speculation, a hedge against an anticipated purchase, or one leg of an arbitrage. The exam usually rewards the answer that identifies the economic purpose first.
| Use case | Typical position | Why it fits | Main risk or limitation |
|---|---|---|---|
| Bullish speculation | Long futures or long forward | Gains from rising prices with direct exposure | Leverage magnifies losses as well as gains |
| Bearish speculation | Short futures or short forward | Gains from falling prices without owning the asset | Losses can grow quickly if the market rises |
| Hedge against inventory or expected sale | Short hedge | Offsets falling prices on an asset already owned or expected to be received | Basis risk means the hedge may not offset perfectly |
| Hedge against expected purchase or liability | Long hedge | Locks in costs for a future purchase | If prices fall, the hedge removes some of the benefit |
| Arbitrage | Opposite positions in mispriced related markets | Seeks convergence rather than a simple directional move | Funding, carry, execution timing, and transaction costs can erase the edge |
In hedge questions, the candidate who translates the real exposure into contract units usually beats the candidate who starts calculating too early. The practical question is: how many contracts are needed to offset the exposure you actually have, not the exposure you wish you had?
$$ \text{Contracts to hedge} = \frac{\text{Exposure size}}{\text{Contract size}} \times h $$
Here, $h$ is the hedge ratio. In simple exam questions it may be 1.0, but in more realistic situations it can be adjusted for imperfect correlation or beta-style sensitivity. If the contract does not line up cleanly with the underlying exposure, the hedge is approximate rather than exact.
Many weak answers assume that a hedge works automatically because the derivative and the underlying move in roughly the same direction. That is not enough. A futures hedge can still disappoint if the basis changes, if the hedge horizon does not match the cash exposure, or if the delivery grade and the real exposure are only roughly comparable.
That is why the better exam answer often says the hedge reduces risk instead of eliminating it. When the case gives you a contract-size mismatch, timing mismatch, or quality mismatch, it is signalling basis risk.
Arbitrage is not just spotting two different prices. You need a trade structure that can actually lock in the gap after financing, carry, fees, and execution timing. The exam often uses this area to separate theoretical parity language from an actionable trade.
The stronger answer usually classifies the trade as speculation, hedge, or arbitrage before it calculates anything. Then it checks the contract size, hedge horizon, basis behaviour, and whether the economic purpose actually matches the recommended position.