Series 3 Futures Markets Sample Questions

Try 10 Series 3 Futures Markets sample questions with explanations, then continue with the full Securities Prep practice test.

Series 3 Futures Markets questions help you isolate one part of the NFA outline before returning to a mixed practice test. The questions below are original Securities Prep practice items aligned to this topic and are not copied from any exam sponsor.

Topic snapshot

ItemDetail
ExamNFA Series 3
Official topicPart 1A - Futures Markets, Contracts, and Core Terminology
Blueprint weighting25%
Questions on this page10

Sample questions

Question 1

A customer is long 1 July natural gas futures contract. An AP proposes adding options on that same July futures contract by buying 1 put and selling 1 call with the same strike price and the same expiration, with the intent of “locking in” an effective sale price range and explaining the risk clearly in an email.

Which strategy label most accurately describes this construction for fair, not-misleading communication?

  • A. Spread
  • B. Strangle
  • C. Conversion
  • D. Straddle

Best answer: C

Explanation: A conversion is long the futures combined with a long put and short call at the same strike and expiration.

The described position is a long futures contract paired with a long put and a short call on that same futures, using the same strike and expiration. That combination is the classic “conversion” construction in futures options terminology. Using the correct label supports fair communications by accurately describing the position’s structure and risk profile.

This is a terminology-and-construction question framed as a fair-communications issue: the AP should use the strategy name that matches what is actually being built. A conversion (in options on futures) is constructed by holding the underlying futures position and adding a put and call at the same strike and expiration in opposite directions.

For a customer who is already long the futures, the conversion adds:

  • Buy 1 put (same month, same strike)
  • Sell 1 call (same month, same strike)

This package is not a straddle/strangle (which are two-option positions without the futures) and not a spread (which involves differing strikes and/or expirations). The key is the same strike, same expiration put/call added to an existing futures position.

  • The spread label generally implies different strikes and/or expirations, which the stem does not use.
  • A straddle is long or short a call and put at the same strike, typically without the futures position.
  • A strangle uses a call and put with different strikes, which is not described.

Question 2

A customer buys a call option on a stock index futures contract with a strike equal to the current futures price (at-the-money). At purchase, the option’s delta is approximately 0.50. Over the next few weeks, the futures price rises well above the strike (the call is now in-the-money) and only 10 days remain until expiration.

What is the most likely outcome for the call option’s delta and price sensitivity to the futures price?

  • A. Delta increases toward +1, so the option becomes more price-sensitive
  • B. Delta stays near 0.50 because time decay offsets moneyness
  • C. Delta becomes negative, so the option moves opposite the futures price
  • D. Delta decreases toward 0, so the option becomes less price-sensitive

Best answer: A

Explanation: As a call becomes more in-the-money and approaches expiration, its delta typically moves closer to +1, increasing price sensitivity.

Delta is the option’s approximate price sensitivity to a small change in the underlying futures price. When a call moves from at-the-money to in-the-money, its delta generally rises above 0.50. With less time remaining, delta tends to move more quickly toward its extreme value, making the option behave more like the futures contract.

Delta describes how much an option’s premium is expected to change for a small change in the underlying futures price (all else equal). For call options, delta is positive and usually ranges from 0 to +1.

In this scenario, the call moved from at-the-money (about 0.50 delta) to in-the-money. As a call gets more in-the-money, it becomes more “futures-like,” so its delta increases toward +1. With only 10 days to expiration, the probability of finishing in-the-money becomes more decisive, so delta typically moves closer to its extreme value (near +1 for an in-the-money call). The key takeaway is that greater in-the-money status and less time remaining both tend to increase a call’s delta toward +1.

  • The choice claiming delta falls toward 0 confuses an in-the-money call with an out-of-the-money option, which is where delta tends toward 0.
  • The choice claiming delta becomes negative describes puts (or short calls), not a long call.
  • The choice claiming delta remains near 0.50 ignores that at-the-money deltas do not persist once moneyness and time to expiration change materially.

Question 3

A retail customer is bullish on crude oil for the next 3 months. He tells his AP he wants upside exposure but has two constraints: (1) he wants his maximum possible loss known upfront, and (2) he does not want to be required to add funds after the trade is placed.

The AP is deciding whether to recommend buying one crude oil futures contract or buying a crude oil call option.

If the customer chooses the futures contract instead of the call option, what is the primary risk/limitation that matters most for his stated constraints?

  • A. Losses can exceed margin, creating variation margin calls
  • B. Futures markets may have wider bid-ask spreads than options
  • C. The customer’s profit potential is capped in a futures position
  • D. Time decay can reduce the contract’s value over time

Best answer: A

Explanation: A futures buyer has an obligation and can face unlimited adverse price moves requiring additional funds, unlike a long call where loss is limited to the premium.

A long futures position creates a binding obligation that is marked-to-market daily, so adverse price moves can generate variation margin calls and losses beyond the initial deposit. That directly conflicts with wanting a known maximum loss and not wanting to add funds after entry. By contrast, buying a call option provides a right (not an obligation) with loss limited to the premium paid.

The core distinction is obligation versus right. With a futures contract, both the buyer and seller are obligated to perform (or offset) and the position is marked-to-market each day. If the market moves against the customer, the account must pay variation margin, and losses are not limited to the initial margin deposit.

A long call option is different: the buyer has the right, but not the obligation, to buy the futures at the strike price. The maximum loss for the option buyer is the premium paid, so there are no additional margin calls tied to adverse price moves in the same way as a futures position. Key takeaway: futures create potentially open-ended loss and funding obligations; long options define maximum loss upfront.

  • The idea about time decay applies to options’ extrinsic value, not to a futures contract’s daily settlement obligation.
  • Bid-ask spread/liquidity can matter, but it doesn’t address the customer’s need for a capped loss and no additional funding.
  • Futures do not cap profit; they provide linear gains and losses as prices change.

Question 4

Which statement correctly contrasts the rights and obligations of a futures contract with an option on a futures contract?

  • A. Futures require the buyer to pay a premium to the seller; options do not involve premiums
  • B. In futures, the buyer has a right but not an obligation; in options, both parties are obligated
  • C. In futures, both buyer and seller have performance obligations; in options, the buyer has a right and the writer has an obligation if exercised
  • D. In options, the writer has the right to exercise; in futures, only the seller can be assigned

Best answer: C

Explanation: A futures contract creates mutual obligations, while an option creates a buyer’s right and a writer’s contingent obligation upon exercise.

A futures contract is a bilateral obligation: the long and the short are both bound to perform under the contract terms, with daily mark-to-market managing credit risk. An option on a futures contract is asymmetric: the option buyer controls exercise (a right), while the writer must perform if assigned.

Futures and options differ mainly in whether the position creates a mutual obligation or an elective right. In a futures contract, both counterparties have obligations: the long must buy (or cash settle) and the short must sell (or cash settle) according to the contract terms, with gains and losses settled daily through variation margin.

With an option on a futures contract, the option buyer has a right (to take a long futures position via a call, or a short futures position via a put) but no obligation to exercise. The option writer (seller) receives the premium and has the obligation to take the opposite futures position if the buyer exercises (or if the writer is assigned).

Key takeaway: futures are obligation/obligation; options are right/obligation.

  • The idea that a futures buyer has no obligation confuses futures with an option buyer’s limited choice to exercise.
  • The claim that futures involve a premium mixes up option premium with futures margin (a performance bond, not a purchase price).
  • The statement that the writer can exercise reverses the option relationship; only the option holder controls exercise.

Question 5

Which statement about carrying charges is most accurate?

  • A. They are the costs of holding the physical commodity, such as storage, insurance, and financing.
  • B. They are the margin deposits required to establish and maintain a futures position.
  • C. They are the broker commissions and exchange fees paid to trade futures contracts.
  • D. They are the price difference between a nearby and a deferred futures contract.

Best answer: A

Explanation: Carrying charges are the key cost components of holding inventory over time (storage, insurance, and interest/financing).

Carrying charges refer to the economic costs of owning and storing the underlying physical commodity through time. Typical components include storage expenses, insurance, and the financing (interest/opportunity) cost of tying up capital in inventory. These costs help explain why deferred futures prices may trade above nearby prices when supply is adequate.

Carrying charges are the ongoing costs associated with holding the cash (spot) commodity in inventory rather than holding no inventory or holding a futures position. In commodity markets, the most commonly tested components are: storage (warehousing/handling), insurance (to protect the stored commodity), and financing (interest or opportunity cost of money tied up in the commodity).

These are distinct from transaction costs (like commissions and exchange fees) and from futures mechanics (like margin). While carrying charges can influence the term structure of futures prices (for example, contributing to contango when other factors are stable), the charges themselves are the underlying “cost to carry,” not the futures price spread.

  • The statement about commissions and exchange fees describes transaction costs of trading, not inventory carry.
  • The statement about margin describes a performance bond mechanism, not a cost of holding the physical commodity.
  • The statement about the nearby-versus-deferred price difference describes a calendar spread/term structure, not the carry costs themselves.

Question 6

A customer places a 1x1 calendar spread in CBOT Corn futures: long 1 July contract and short 1 December contract. Each Corn futures contract is 5,000 bushels.

Exhibit: Quote board snapshot

ContractLast (entry)Last (now)
July Corn450'0456'0
Dec Corn470'0479'0

Based on the exhibit, which interpretation is supported?

  • A. The position has a net loss of $450 because the customer is net short corn
  • B. The position has a net loss of $150 because the July–December spread widened
  • C. The position has a net profit because both corn contracts increased
  • D. The position has no market risk because a spread eliminates directional exposure

Best answer: B

Explanation: July rose 6 cents while December rose 9 cents, so the long–short spread lost 3 cents \(=\$150\) and is exposed to changes in the price difference.

A calendar spread’s P/L is driven by the change in the price difference between the two months, not by the outright direction of the commodity. Here, December increased more than July, so the July–December spread moved against a long-July/short-December position. This illustrates reduced outright exposure but remaining spread risk.

A futures spread reduces directional (outright) exposure because it holds a long and a short in related contracts, so broad price moves tend to offset. However, it introduces spread risk: profit or loss depends on how the two legs move relative to each other.

For a long July / short December corn spread:

  • July change: \(456'0 - 450'0 = +6\) cents
  • December change: \(479'0 - 470'0 = +9\) cents
  • Spread change: \(+6 - +9 = -3\) cents (adverse)
  • Dollar P/L: \(0.03 \times 5{,}000 = \$150\) loss

Key takeaway: even when both contracts rise, the spread can lose if the back month strengthens more than the front month.

  • The idea that the spread profits because both contracts rose ignores that spread P/L depends on relative moves between months.
  • The idea that the loss is $450 treats the position as an outright short and incorrectly nets prices instead of changes.
  • The claim of no market risk overstates spreads; they reduce outright risk but retain basis/calendar spread risk.

Question 7

A customer at an FCM is long 1 XYZ Index futures contract. The contract multiplier is $50 per index point. The customer’s account equity at the start of the day is $10,700.

At the end of the trading day, the exchange sets the settlement price at 4,980, down from the prior day’s settlement of 5,000. The FCM uses exchange settlement prices for daily mark-to-market.

Margin requirements for this contract are: initial margin $12,000; maintenance margin $10,500. Firm policy: if equity falls below maintenance after daily settlement, the customer must deposit enough funds by 10:00 a.m. the next business day to restore equity to the initial margin level.

What is the FCM’s best next step?

  • A. Wait to collect any loss until the position is closed or the contract expires
  • B. Issue a margin call for the full contract notional value based on the new settlement price
  • C. Leave the account equity unchanged until the customer fails to meet maintenance, then liquidate without marking to market
  • D. Post the $1,000 loss as a variation margin debit and issue a $2,300 margin call due next business day

Best answer: D

Explanation: Daily mark-to-market debits the loss immediately, and because equity falls below maintenance, the call is to restore equity to initial margin.

Futures are marked to market each day using the exchange settlement price, which creates an immediate cash flow called variation margin. Here, the customer’s daily loss is $1,000, reducing equity below maintenance. The proper sequence is to post the variation margin debit and then issue a margin call for the amount needed to bring equity back to initial margin under firm policy.

Daily mark-to-market means an open futures position is repriced each day at the exchange settlement price, and the resulting gain or loss is credited or debited to the account as variation margin. That daily cash flow is how futures gains and losses are realized before the position is closed.

In this scenario:

  • Price change: 5,000 to 4,980 is a 20-point decline.
  • Daily P/L: \(20 \times \$50 = \$1,000\) loss for a long.
  • New equity after variation margin: $10,700 − $1,000 = $9,700, which is below the $10,500 maintenance level.
  • Under the stated firm policy, the margin call is to restore equity to initial: $12,000 − $9,700 = $2,300.

The key takeaway is that the daily settlement triggers the variation margin debit first, and the maintenance test then determines whether a margin call is required.

  • Waiting until the position is closed ignores daily mark-to-market and variation margin cash settlement.
  • Calling for full notional value confuses futures margining with paying the purchase price of the underlying.
  • Skipping mark-to-market and liquidating based only on maintenance breaches misstates the daily settlement process used by clearing and FCMs.

Question 8

In May 2026, a wheat farmer expects to harvest 100,000 bushels in September and is worried that cash wheat prices may fall before the crop is sold. The farmer’s goal is risk reduction (not profiting from a price forecast) and they want to hedge only 80% of the expected production to avoid over-hedging if yields come in light. Assume one CBOT wheat futures contract represents 5,000 bushels. What is the single best action that matches the farmer’s hedging intent and constraints?

  • A. Buy 16 September wheat futures contracts
  • B. Sell 16 September wheat futures contracts
  • C. Sell 20 September wheat futures contracts
  • D. Buy September wheat call options on 80,000 bushels

Best answer: B

Explanation: A short futures hedge for 80,000 bushels is 80,000 ÷ 5,000 = 16 contracts, reducing downside price risk without creating an oversized speculative position.

Hedging is intended to reduce the risk of adverse price moves in an existing or anticipated cash position, not to generate profits from predicting price direction. Because the farmer will be long cash wheat at harvest, the risk is falling prices, so the appropriate hedge is to sell futures. Hedging 80% of 100,000 bushels means covering 80,000 bushels, or 16 contracts at 5,000 bushels each.

The core goal of a hedge is risk reduction: offsetting price risk in the cash (spot) exposure with a futures or options position that tends to move in the opposite direction. Here, the farmer expects to own (produce) wheat in September, so they are effectively “long” the commodity and are exposed to a price decline.

To hedge that downside risk with futures, the farmer should place a short hedge (sell futures) sized to the desired hedge ratio:

  • Expected production: 100,000 bushels
  • Hedge ratio: 80%
  • Bushels to hedge: 100,000 \(\times\) 0.80 = 80,000
  • Contracts: 80,000 ÷ 5,000 = 16

Selling more than the intended 80% creates an unnecessarily large futures position, which shifts the intent toward speculation rather than risk reduction.

  • Selling 20 contracts hedges 100% of expected output, violating the stated 80% hedge constraint.
  • Buying futures would add to the farmer’s long exposure and is the opposite of a downside price hedge.
  • Buying calls can be a bullish/speculative or insurance-like strategy, but it does not meet the stated objective of a straightforward downside hedge sized to 80% using futures.

Question 9

A commodity futures contract lists several deliverable grades. The exchange designates one grade as the reference grade with a 0 adjustment, and assigns stated premiums or discounts to other grades. At delivery, the invoice price is the final futures settlement price adjusted by the premium/discount for the grade actually delivered.

Which option best matches the meaning of the basis grade and how these premiums/discounts influence delivery outcomes?

  • A. The basis grade is the margin classification for the contract; premiums/discounts determine the initial margin requirement
  • B. The basis grade is the 0-adjustment reference grade; premiums/discounts change the invoice price and can make one grade cheaper to deliver than others
  • C. The basis grade is the highest-quality deliverable grade; premiums/discounts are paid outside the clearing process after delivery
  • D. The basis grade is the cash-futures price difference; premiums/discounts narrow or widen that basis at delivery

Best answer: B

Explanation: The basis grade is the contract’s reference deliverable grade, and grade differentials affect the invoice price and therefore the economic incentive (cheapest-to-deliver) at delivery.

In a deliverable-grade futures contract, the basis grade is the designated reference deliverable grade with no price adjustment. Other deliverable grades carry fixed premiums or discounts that are applied to the futures settlement price to determine the invoice price. Those differentials affect which grade is economically attractive to deliver (often the cheapest-to-deliver).

Basis grade (also called the par or standard grade) is the deliverable grade the contract is priced around and typically carries a 0 premium/discount. If a short delivers a different eligible grade, the exchange’s stated grade differential is applied to the futures settlement price to determine the delivery invoice price.

Because the short generally can choose which eligible grade to deliver (subject to contract rules and availability), these premiums and discounts create incentives:

  • A discount lowers the invoice price received, but may still be chosen if the discounted grade is sufficiently cheaper to source.
  • A premium raises the invoice price paid by the long, so it will usually be delivered only if the higher-quality grade is cheap/abundant enough.

The key takeaway is that grade differentials affect delivery economics and help determine which grade becomes cheapest-to-deliver.

  • The cash-futures “basis” is a spot vs futures relationship, not the contract’s deliverable reference grade.
  • Margin categories are set by clearing firms/exchanges and are not determined by deliverable grade differentials.
  • The reference grade is not automatically the highest-quality grade, and grade adjustments are part of the delivery invoice price through the clearing process, not a side payment.

Question 10

A commercial grain elevator wants to hedge an expected purchase of 100,000 bushels of corn in 3 months. The risk manager is comparing two hedges:

  • Choice 1: Sell exchange-traded corn futures through the firm’s FCM.
  • Choice 2: Enter a privately negotiated corn forward contract with a local counterparty.

Assume corn prices move each day and there are no changes to contract terms. Which choice best fits the statement: “Gains and losses will be realized in cash each day through daily mark-to-market and variation margin”?

  • A. Choice 1, because initial margin is paid daily as prices change
  • B. Choice 2, because forwards are marked-to-market daily by the counterparty
  • C. Choice 2, because forward contract premiums are exchanged daily
  • D. Choice 1, because futures are marked-to-market daily via variation margin

Best answer: D

Explanation: Exchange-traded futures are settled daily at the settlement price, creating daily variation margin debits/credits that realize P/L each day.

Exchange-traded futures are cleared and marked-to-market at the end of each trading day. The clearing process credits or debits variation margin based on that day’s settlement price, so the account’s gain or loss is realized in cash daily. A forward contract typically does not create mandatory daily cash settlement of P/L unless the parties specifically negotiate it.

Daily mark-to-market is the futures clearing mechanism that resets each open futures position to the day’s settlement price. The resulting gain or loss for that day is transferred as variation margin: funds are credited to profitable accounts and debited from losing accounts, so P/L is realized daily rather than only at expiration.

In the scenario, the exchange-traded futures hedge goes through an FCM and clearinghouse, so it is subject to daily settlement and variation margin flows. A typical forward contract is a bilateral agreement and generally settles P/L at maturity (or on a negotiated schedule), not automatically each day. The key differentiator is the clearinghouse’s daily settlement process for futures.

  • The option claiming a forward is marked-to-market daily is generally inaccurate unless the contract explicitly requires periodic settlements.
  • The option tying daily payments to initial margin confuses initial margin (a performance bond) with variation margin (daily P/L transfer).
  • The option describing daily “premiums” for a forward mixes option premium concepts with forward contract mechanics.

Continue with full practice

Use the NFA Series 3 Practice Test page for the full Securities Prep route, mixed-topic practice, timed mock exams, and web/mobile app access.

Free review resource

Use the Series 3 Cheat Sheet on SecuritiesMastery.com when you want a compact review before returning to the NFA Series 3 Practice Test page.

Revised on Friday, May 1, 2026