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FRM Part 1 · Topic overview

Financial Markets and Products

Financial Markets and Products explains what instruments promise, how they trade and where their risks come from. Compare cash flows, settlement, collateral and optionality before choosing a valuation or hedge.

The topic at a glance

  • 01Bonds

    How it works: Contractual coupons and principal create rate and credit exposure.

    Watch for: Equating a fixed coupon with a fixed market value.

  • 02Forwards and futures

    How it works: Both lock in an economic price; settlement and margin mechanics differ.

    Watch for: Ignoring cash needed for variation margin.

  • 03Options and swaps

    How it works: Options create asymmetric payoffs; swaps exchange specified cash-flow streams.

    Watch for: Confusing a payoff at maturity with a current contract value.

Original worked example

A price hedge can still need cash

A buyer needs 1,000 units in one month and takes a long futures hedge at 80. Assume the futures price falls to 75 and the hedge matches the eventual purchase price.

  1. STEP 1

    The futures position loses (75 - 80) × 1,000 = 5,000.

  2. STEP 2

    The physical purchase costs 75 × 1,000 = 75,000.

  3. STEP 3

    Combined economic cost is 80,000, before costs and basis differences.

The intended purchase price is hedged, but the buyer may need to fund 5,000 of margin before paying for the goods.

Illustrative assumptions and calculations for learning. Not observed market data or an official exam item.

How the ideas fit together

Before you start: Long versus short positions, notional amounts and present value.

Read the contract as a cash-flow schedule

For a bond, identify coupons, principal and payment dates. For a forward, identify the delivery asset, price, quantity and maturity. For a futures contract, add daily settlement and the contract multiplier. For a swap, write each payment leg separately. A positive final hedge payoff is not necessarily cash available before settlement.

Distinguish an obligation from a choice

Long call payoff = max(Sₜ - K, 0); long put payoff = max(K - Sₜ, 0)

An option buyer pays a premium for a right. A forward creates an obligation without the same one-sided exercise choice. Payoff formulas exclude the initial option premium and its financing. A call expiring with a payoff of 8 after costing 10 has a loss of 2 before financing, despite finishing in the money. Use Greeks to examine how the option’s value changes before expiry.

Separate market exposure from contract mechanics

A hedge can offset a terminal price move without matching the timing of cash flows. Check the contract multiplier, maturity, settlement procedure and asset basis. An interest-rate swap does not replace the underlying loan: it adds a separate contract whose payments may offset the floating rate while leaving the loan credit spread and counterparty risk.

Work through the topic

Compare instruments through their contractual cash flows, trading arrangements and risk channels. Use the linked calculation lessons after identifying the contract and position correctly.

Classify the claim before choosing a pricing model

A product name is a starting label, not a complete exposure description. A fixed-rate bond promises a payment schedule subject to credit and contractual terms. Equity is a residual ownership claim. A forward creates an obligation for a future exchange, while an option gives its holder an exercise choice. Read who pays whom, how the amount is determined and when settlement occurs before selecting a valuation formula.

An interest-rate swap combines two payment legs on a stated notional. In a plain fixed-for-floating swap, the notional usually sizes the interest payments rather than representing a principal amount exchanged at inception. A currency swap can have different principal-exchange terms. The word “swap” alone therefore does not tell you the cash-flow schedule. State the particular contract rather than importing assumptions from another product.

Map each claim to its main drivers. A fixed-rate bond can respond to benchmark rates and issuer spreads; an option also responds to volatility and time; a derivative’s replacement value creates counterparty exposure. This map explains why a useful product overview leads to several narrower methods. It should not reduce every instrument to a single risk label or assume that one formula captures all of its contractual features.

Contract features that change the risk analysis

Fixed-rate bond
Core cash-flow feature: Coupons and principal on specified dates
Question to resolve first: Which curve and credit assumptions value those payments?
Forward
Core cash-flow feature: Future exchange at an agreed price
Question to resolve first: Which side is long, and what is delivered?
Futures
Core cash-flow feature: Standardized contract with daily settlement
Question to resolve first: What cash can margin calls require before expiry?
Option
Core cash-flow feature: Holder has an exercise right
Question to resolve first: Is the question about payoff, profit or value before expiry?
Interest-rate swap
Core cash-flow feature: Fixed and floating payment legs
Question to resolve first: Do notionals, dates and reference rates match the exposure?

Trace payoff, profit and cash timing separately

A payoff describes what the contract produces at a specified date. Profit also includes the acquisition cost and other relevant cash flows. For a call with strike 100 bought for 4, an underlying price of 110 produces an expiry payoff of 10 and a profit of 6 before financing and costs. At an underlying price of 102, the option finishes in the money but the same trade loses 2.

Before expiry, the option’s market value need not equal its immediate exercise value. Time remaining and uncertainty can create additional value. A payoff diagram is therefore not a graph of every possible pre-expiry mark-to-market. The Greeks lesson explains local sensitivities of that value. Use the expiry payoff only when the question actually places the contract at expiry or explicitly asks for intrinsic value.

Cash timing can matter even when two terminal outcomes look similar. Futures settlement can transfer gains and losses daily, whereas a simplified uncollateralized forward settles at maturity. An economically effective futures hedge may create an interim funding need. Describe the cash path alongside the net terminal exposure so that a favorable hedge result does not conceal a liquidity shortfall.

Connect trading arrangements to counterparty and funding risk

A bilateral trade exposes each party to the other under its contractual arrangements. Collateral, netting and close-out rules can change the amount at risk, but they require the relevant legal and operational conditions. Two trades with the same counterparty cannot simply be netted in every circumstance. A positive replacement value is also different from the trade’s notional amount.

Central clearing changes the structure of exposures and margining. It does not make a transaction free of funding needs or eliminate every default and operational risk. A participant may face variation margin as market values move and initial-margin requirements intended to cover potential changes during close-out. For a study case, identify which party must post, the deadline and the usable collateral rather than assuming a quoted profit can immediately fund the call.

Suppose a firm has a favorable 2 million mark-to-market on one contract and a 1 million cash margin call on another. If the gain is unrealized, disputed or outside the relevant netting arrangement, it may not supply cash at the required time. The statement “net value is positive” does not answer “can the payment be made today?” This distinction connects the product lesson to counterparty credit and treasury risk.

Check the contract against the exposure being hedged

A hedge must match more than direction. Check quantity, contract multiplier, currency, maturity and the price or rate used for settlement. A buyer worried about a future price rise generally seeks a position that gains when that price rises. The precise instrument and hedge ratio depend on the relationship between the available contract and the exposure. A perfectly matched quantity does not fix a mismatch in the underlying driver.

As an original sizing example, a firm expects to buy 25,000 units and each futures contract represents 1,000 units. A simple one-for-one quantity hedge uses 25 long contracts. That calculation assumes the deliverable exposure and contract track each other closely. If actual purchases fall to 20,000 units, five contracts represent exposure beyond the revised requirement. The hedge should be assessed against current business needs, not only its original rationale.

A loan paying benchmark A plus a fixed spread and a swap receiving benchmark B still leaves the difference between the benchmarks. A maturity mismatch can leave an unhedged period. These residual risks are often more important than a small arithmetic error in the initial sizing. Write the combined cash flows and inspect what terms cancel; the futures, forwards and swaps lesson works through those mechanics.

Can a derivative reduce one risk and increase another?

Yes. A currency forward can reduce exchange-rate uncertainty while introducing counterparty and settlement dependencies. A futures hedge can reduce terminal price exposure while requiring interim margin funding. Evaluate the combined position and its cash timing, not just whether the derivative moves in the desired direction.

Why is notional an incomplete measure of exposure?

Notional scales contractual payments, but current value, future price changes, netting, collateral and optionality determine many relevant exposures. A swap with a large notional can initially have near-zero market value. That does not imply its future exposure or sensitivity is zero.

Try a changed assumption

A long call costs 4 and has strike 100. At expiry the underlying is 103. Is the position profitable?

Show answer and reasoning

Its payoff is 3, but profit is -1 before financing and transaction costs. In the money describes exercise value, not net investment profit.

Original learning check. No email or account needed.

Are forwards and futures equivalent?

They can have similar terminal exposures, but daily settlement, collateral, standardization and the interaction between interest rates and prices can make their cash flows and values differ.

Sources and scope

Links checked 2026-10-10. GARP establishes exam scope; the technical references support the methods identified below. These are selected study notes and original examples, not complete curriculum coverage or official exam questions.

Prepared by MiloPrep editorial team. MiloPrep is independent of GARP. References do not imply endorsement or independent review of these notes.