Free ACI 002-101 Practice Test Questions and Answers (2026)

To derive an outright forward rate from spot quotes and swap points, market participants apply the standard rule based on the direction of swap points. The USD/CHF spot is 0.8975-0.8980 and 3-month swap points are 18/15. Because the swap points are quoted high-to-low (18 > 15), the forward points indicate that the base currency (USD) is trading at a discount. Therefore, the swap points must be subtracted from the spot rates. Subtracting 0.0018 from the spot bid (0.8975) gives a forward bid of 0.8957, and subtracting 0.0015 from the spot ask (0.8980) yields a forward ask of 0.8965. Thus, the outright forward quote is 0.8957-0.8965.

Option B is incorrect because it incorrectly adds the swap points to the spot rate instead of subtracting them.

Option C is incorrect because it reflects incorrect arithmetic and incorrectly applies swap point addition/subtraction.

Option D is incorrect because it subtracts incorrect point values, resulting in an inaccurate bid-ask spread.

1. ACI Financial Markets Association, ACI Dealing Certificate New Version (002-101) Syllabus, Domain 2: Foreign Exchange, Section 2.3 "Calculation of Outright Forward Rates".

2. Bekaert, G., & Hodrick, R., International Financial Management, 3rd Edition, Cambridge University Press, Chapter 3: "Forward Markets for Foreign Exchange". https://doi.org/10.1017/9781108236782

3. NYU Stern School of Business, International Financial Management, Lecture Notes on "Forward FX Quotes and Swap Point Arithmetic".

A normal yield curve is characterized by a gradual positive slope, reflecting a financial environment where short-term interest rates are lower than long-term interest rates. This upward shape is considered standard because investors naturally demand higher yields—known as a liquidity or term premium—to compensate for the increased duration risk, inflation uncertainty, and capital lock-up associated with longer-maturity debt instruments. Short-term rates are typically driven by monetary policy, while long-term rates incorporate market expectations of economic growth. By contrast, steep, flat, or inverted curves represent specific economic transitions, monetary policy shifts, or market anomalies rather than baseline normal conditions.

Option A: A flat yield curve indicates equal yields across short and long maturities, typically occurring during macroeconomic policy transitions.

Option B: A steep positive slope reflects an abnormally wide spread between maturities, usually seen during early economic recoveries rather than baseline normal conditions.

Option C: An inverted yield curve features a negative slope where short-term yields exceed long-term yields, traditionally signalling an impending economic downturn.

1. Fabozzi, F. J., Bond Markets, Analysis, and Strategies (9th ed.), Pearson Education, Chapter 5: Yield Curve Shapes and Term Structure.

2. MIT OpenCourseWare, 15.401 Finance Theory I, Lecture Notes on Term Structure of Interest Rates.

3. ACI Financial Markets Association, ACI Dealing Certificate Education Manual, Section: Interest Rate Markets and Yield Curves.

An inverted yield curve occurs when short-term interest rates exceed long-term interest rates for debt instruments of equivalent credit quality. Under standard financial market conditions, long-term yields are higher than short-term yields to compensate investors for inflation risk, duration risk, and liquidity factors associated with longer maturities. An inverted yield curve typically reflects widespread market expectations of falling future interest rates, economic contraction, or aggressive central bank monetary tightening in the near term. As market participants anticipate rate cuts, demand for long-term bonds increases, pushing their prices up and yields down. Consequently, yields on shorter-dated instruments rise above those of longer-dated bonds, producing a downward-sloping term structure across maturities.

B: This describes a normal or upward-sloping yield curve, where investors require higher yields for holding longer-term maturities.

C: This describes a flat yield curve, where interest rates across different maturities remain equal or nearly identical.

D: An inverted yield curve involves interest rates across multiple maturity tenors, not just overnight rates.

1. ICMA (International Capital Market Association), Yield Curve Analysis and Money Market Fundamentals, Section 2.1 "Types of Yield Curves", 2021.

2. Hull, J. C., Options, Futures, and Other Derivatives, 10th ed., Pearson, Chapter 4 "Interest Rates", Section 4.7 "Yield Curves", p. 89-92.

3. Fabozzi, F. J., Bond Markets, Analysis, and Strategies, 9th ed., Pearson, Chapter 5 "Yield Curve and Term Structure of Interest Rates", p. 115-118.

Spot FX (foreign exchange) transactions represent the standard exchange of one currency for another with settlement typically occurring two business days after trade execution (T+2, or T+1 for certain pairs like USD/CAD). According to global triennial central bank surveys, spot transactions constitute the largest and most liquid segment of foreign exchange trading activity worldwide. Spot markets feature tight bid-offer spreads, high daily trading volumes, and massive institutional participation, enabling rapid execution of large orders with minimal market impact. In contrast, derivative instruments, complex options, long-dated debt products, and non-FX commodity swaps possess significantly lower liquidity and wider bid-ask spreads.

A. Exotic options are customized OTC derivatives with complex payoff structures, making them significantly less liquid and subject to higher spreads than spot FX.

C. Long-dated structured notes are illiquid debt securities tailored for specific yield needs, featuring very low secondary market turnover compared to spot FX.

D. Physical commodity swaps are specialized OTC commodity derivatives rather than core foreign exchange instruments, operating with much lower liquidity.

- Bank for International Settlements (BIS). Triennial Central Bank Survey: Foreign exchange turnover in 2022, BIS Monetary and Economic Department, September 2022, pp. 4–10.

- ACI Financial Markets Association. ACI Dealing Certificate New Version Study Guide, Topic 1: Foreign Exchange, Section 1.4: Spot FX and FX Instruments, pp. 30–33.

A Floating Rate Note (FRN) provides investor cash flows consisting of periodic floating rate coupon payments plus the principal value at maturity. An interest rate swap allows market participants to exchange interest payment streams. A market participant who enters a "pay floating" swap position agrees to pay a floating interest rate in exchange for receiving a fixed interest rate. Combining a long FRN position (which receives floating interest) with a pay floating swap (which pays floating interest and receives fixed interest) nets out the floating interest payments completely. The investor is left receiving a fixed interest coupon alongside the principal payment at maturity, effectively replicating a long position in a synthetic straight (fixed-rate) bond.

Option B is incorrect because paying fixed on a swap means paying fixed and receiving floating, creating a double floating receiving position rather than a fixed bond.

Option C is incorrect because netting floating cash flows to receive fixed generates a long fixed-rate synthetic bond position, not a short bond position.

Option D is incorrect because receiving floating on a swap adds another floating stream to the FRN, resulting in leveraged floating exposure rather than a straight bond.

1. Hull, J. C. (2018). Options, Futures, and Other Derivatives (10th ed.). Pearson Education, Chapter 7: Interest Rate Swaps, pp. 155–160.

2. Fabozzi, F. J. (2012). Bond Markets, Analysis, and Strategies (8th ed.). Pearson Education, Chapter 6: Synthetic Assets and Interest Rate Swaps, pp. 140–148.

In foreign exchange markets, a cross rate refers to an exchange rate between two currencies that is calculated through or derived from their respective rates against a common third currency, most commonly the US dollar (USD). Because the vast majority of international currency trading involves the US dollar as a benchmark, non-dollar currency pairs (such as EUR/GBP or AUD/JPY) are frequently calculated as cross rates using USD spot rates as the intermediate denominator. Understanding cross rates is fundamental within the ACI Dealing Certificate curriculum for accurate price construction, synthetic trade execution, arbitrage identification, and multi-currency portfolio management across international interbank dealing environments.

B: Exchange rates are primarily determined in over-the-counter (OTC) interbank markets, not fixed exclusively by organized exchanges.

C: Penalty charges on failed settlements are termed default interest or settlement penalties, completely unrelated to FX cross rates.

D: A repo rate against equity collateral is known as an equity repo rate, which belongs to money and repo markets.

- ACI Financial Markets Association, ACI Dealing Certificate New Version Study Guide, Topic 2: Foreign Exchange, Section on Cross Rates.

- International Monetary Fund (IMF), Financial Statistics Manual, Foreign Exchange Market Concepts, Section 4.12.

A Non-Deliverable Forward (NDF) is an over-the-counter financial derivative used primarily for trading currencies that are illiquid or subject to capital controls. Unlike standard forward contracts, NDFs do not involve the physical delivery of the underlying currencies upon maturity. Instead, on the agreed fixing date (typically one or two business days prior to the settlement date), a specified official fixing spot rate is observed from a recognized market benchmark (such as a central bank fixing or Reuters page). The cash settlement payment made on the settlement date is calculated based on the net difference between this observed fixing spot rate and the contracted NDF forward rate, multiplied by the agreed nominal amount.

Option A is incorrect because NDF settlement is determined by an official benchmark fixing rate, not the daily high rate of the currency.

Option B is incorrect because the fixing mechanism relies on a specific published fixing spot rate rather than an arithmetic average of the day's trades.

Option D is incorrect because NDFs settle against the spot rate on the fixing date, not an average rate computed over the entire contract period.

1. Emerging Markets Traders Association (EMTA), Standard Documentation for Non-Deliverable Forward FX Transactions, EMTA Practice Guidelines, 2018.

2. ACI Financial Markets Association, ACI Dealing Certificate Study Guide, Foreign Exchange Derivatives - NDFs, 2020.

A money market deposit is an unsecured financial transaction where one institution places funds directly with another institution for a specified tenor, ranging from overnight up to one year, at an agreed fixed or floating interest rate. Because it is unsecured, the lending bank bears the credit risk of the counterparty for the full principal amount plus accrued interest throughout the life of the deposit. Unlike repos or collateralized loans, money market deposits do not involve the pledge or transfer of underlying physical securities. These transactions form a cornerstone of bank treasury liquidity management, allowing institutions to manage short-term cash surpluses or satisfy funding deficits efficiently within the wholesale banking framework.

Option B: A contract giving the right to buy a currency is a foreign exchange currency option (specifically an FX call option), not a cash deposit.

Option C: A money market deposit involves cash cashflows and credit risk rather than a physical exchange of collateralized securities.

Option D: A futures contract traded on a commodity exchange is a standardized exchange-traded derivative, whereas deposits are over-the-counter cash instruments.

- ACI Financial Markets Association, ACI Dealing Certificate New Version Study Guide, Topic 3: Money Markets, Section 3.1 Cash Cashflows and Deposits, pp. 72–75.

- European Central Bank (ECB), Money Market Market Structure, Section 2.1 Unsecured Market Operations, 2020.

Treasury bills (T-bills) are zero-coupon money market instruments issued at a discount to their face value and redeemed at par upon maturity. Because T-bills pay no periodic coupon, their market pricing is determined directly by the annualized discount rate required by investors and the remaining time to maturity (tenor). Specifically, the price formula applies the discount rate over the fraction of the year remaining until maturity. Other financial metrics, such as equity dividend yields, option deltas, or credit default swap recovery rates, belong to distinct asset classes like equities, derivatives, or credit markets, and do not directly govern the fundamental discount pricing equation of sovereign Treasury bills.

B: Option delta measures option price sensitivity to the underlying asset's price, which is irrelevant to standard Treasury bill cash market pricing mechanisms.

C: Equity dividend yield represents annual dividend payments relative to stock prices, having no mathematical involvement in sovereign discount instrument valuations.

D: CDS recovery rates affect credit default swap pricing for defaultable debt, whereas risk-free sovereign Treasury bills are priced strictly using discount yields and maturity dates.

1. ACI Financial Markets Association. ACI Dealing Certificate New Version Study Guide, Money Market Instruments Section, Money Market Discount Formulas, 2020, pp. 45-48.

2. Fabozzi, F. J. The Handbook of Fixed Income Securities, 9th Edition, McGraw-Hill Education, Chapter 9: Money Market Instruments, 2021, pp. 185-188.

3. MIT OpenCourseWare. Finance Theory I: Valuation of Money Market Securities, Sloan School of Management, Lecture 3, 2016, pp. 4-6.

The total premium of a call option consists of two components: intrinsic value and time value. An at-the-money (ATM) call option has a strike price equal to the current market price of the underlying asset, resulting in zero intrinsic value but maximum time value. An out-of-the-money (OTM) call option has a strike price above the underlying asset's market price, also yielding zero intrinsic value, but possesses less time value because the probability of finishing in-the-money is lower. Consequently, for options with identical expiration dates and underlying assets, an ATM call option commands a higher premium and costs more than an OTM call option due to its greater likelihood of expiring in-the-money.

A: An ATM call option costs more than an OTM call option because it carries higher time value and a greater probability of exercise.

B: Put-call parity dictates that option prices depend on strike and interest rates; an ATM call does not equal the cost of an ITM put.

C: An in-the-money call option contains positive intrinsic value plus time value, making it more expensive than an ATM call option.

1. Hull, J. C. (2018). Options, Futures, and Other Derivatives (10th ed.). Pearson. Chapter 10: Properties of Stock Options, pp. 223–227.

2. McDonald, R. L. (2013). Derivatives Markets (3rd ed.). Pearson. Chapter 2: Introduction to Option Contracts, pp. 35–41.

3. Financial Markets Association (ACI). (2020). ACI Dealing Certificate New Version (002-101) Syllabus, Topic 5: Options.