Sign inSign upSign in
Menu

Forward Contracts and Money Market Hedges

ICAN Skills, Financial Management. Syllabus area F: Risk management.

11 min read · Updated 8 November 2026

Download this topic

In this part

The simplest way to remove an exchange rate risk is to agree the rate now. A forward contract does exactly that: the company and its bank agree today the rate at which a stated amount of currency will be exchanged on a stated future date, and neither exchange rate movements nor the company’s luck in guessing them can change the result.

The alternative, the money market hedge, reaches the same place by a different route: the company borrows or deposits foreign currency now so that the foreign currency it will receive or pay later is matched, and converts today at the spot rate.

In theory the two give almost the same effective rate, because both are priced from the same interest rates; in practice, with real bid and offer rates, one will be better, and a company must calculate both.

This topic explains the forward contract (what it is, how to use it for a receipt and a payment, its advantages and limits), how to construct a money market hedge for a receipt and for a payment, how to compare them, and why judging a hedge with hindsight is misleading, with worked examples. The next topic covers currency futures, options and swaps.

The advantages of forward contracts, the amount received under a forward contract and a comparison in hindsight were parts of November Diet, 2025, Question 4 (20 marks). Read internal hedging first.

In 30 seconds

A forward contract fixes the rate for an amount and date: a receipt of foreign currency is sold at the bank’s bid (the lower, worse rate for the customer) and a payment is bought at the offer.

A money market hedge: for a receipt, borrow the foreign currency now (amount = receipt ÷ (1 + borrowing rate for the period)), convert at spot, deposit the home currency; for a payment, deposit foreign currency now (amount = payment ÷ (1 + deposit rate for the period)), bought with borrowed home currency. Interest for the period = annual rate × months ÷ 12. Compare by the home currency received (or paid) or the effective rate.

Hedging gives up favourable moves; hindsight comparisons with the actual rate do not show that the decision was wrong.

Hedging with a forward contract

A forward exchange contract is a binding agreement between a customer and a bank to exchange a specified amount of a specified currency on a specified date (or any time within a specified period, an “option” forward) at a rate fixed now. The bank quotes the rate, derived from the spot rate and the interest differential (see the previous topic). For a company the position is:

  • A company that will receive foreign currency sells it to the bank forward: the bank buys at the bid rate.
  • A company that will pay foreign currency buys it from the bank forward: the bank sells at the offer rate.

Example (receipt). A Nigerian exporter will receive $600,000 in three months.

  1. Spot is ₦1,340 – ₦1,350; the three-month dollar premium is 45 – 50 points, so the forward rates are 1,340 + 45 = 1,385 and 1,350 + 50 = 1,385 – 1,400.
  2. The company sells dollars at the bid.
    600,000 × 1,385 = ₦831,000,000, whatever the spot rate is in three months.

Example (payment). An importer will pay $400,000 in six months. With a six-month premium of 95 – 105 points the forward rates are 1,435 – 1,455. The importer buys at the offer: 400,000 × 1,455 = ₦582,000,000.

Advantages and limits of a forward contract

  • Advantages: certainty of the home-currency amount, so the margin and cash flow can be planned; no cost to arrange apart from the spread built into the rate and no premium; can be tailored to any amount and date; simple and widely available; removes the need to forecast.
  • Limits: it is binding, so the company gives up any favourable movement; it must be completed even if the underlying transaction falls through or is late (then the company must buy or sell at the spot rate to close, with a possible loss); it uses part of the bank credit line; and the rate includes the interest differential, so a currency at a premium costs more forward.

The money market hedge

A money market hedge uses the money markets to create the same effect as a forward contract. The company borrows or deposits so that a foreign currency liability or asset is created now that is equal and opposite to the future exposure, and converts at today’s spot rate. Interest rates are annual rates, so use the rate for the period: annual rate × months ÷ 12. For borrowing use the higher rate, for depositing the lower rate.

A receipt: borrow the foreign currency

The Nigerian exporter will receive $600,000 in three months. Dollar borrowing costs 5.5% a year and the naira deposit rate is 22% a year; spot is ₦1,340 – ₦1,350.

  1. Borrow dollars now.
    so that the loan plus interest equals the receipt: interest for three months is 5.5% × 3 ÷ 12 = 1.375%
    amount = 600,000 ÷ 1.01375 = $591,862.
  2. Sell the dollars at the bid spot rate.
    of 1,340: 591,862 × 1,340 = ₦793,094,945.
  3. Deposit the naira.
    for three months at 22% × 3 ÷ 12 = 5.5%: 793,094,945 × 1.055 = ₦836,715,166 at maturity.
  4. In three months the $600,000 received repays the dollar loan.

The effective rate is 836,715,166 ÷ 600,000 = ₦1,394.53 per dollar, better than the forward bid of 1,385: the money market hedge gives ₦5.7 million more (836.7m against 831.0m).

A payment: deposit the foreign currency

The importer will pay $400,000 in six months. The dollar deposit rate is 4.5% a year and the naira borrowing rate 24% a year.

  1. Deposit dollars now.
    : interest for six months is 4.5% × 6 ÷ 12 = 2.25%
    amount = 400,000 ÷ 1.0225 = $391,198.
  2. Buy the dollars at the offer spot rate.
    of 1,350: 391,198 × 1,350 = ₦528,117,359, financed by a naira loan.
  3. Naira loan after six months.
    at 24% × 6 ÷ 12 = 12%: 528,117,359 × 1.12 = ₦591,491,443.
  4. In six months the dollar deposit grows to $400,000 and pays the supplier.

The effective rate is 591,491,443 ÷ 400,000 = ₦1,478.73, against the forward offer of 1,455. The forward contract is better, costing ₦582.0m against ₦591.5m, a saving of ₦9.5 million. If the company already holds spare naira, it would use its own cash instead of borrowing, and the opportunity cost is the naira deposit rate.

Comparing the two, and hindsight

The two methods give similar answers when interest rates and forward rates are consistent.

They differ in practice because of the spreads between deposit and borrowing rates and between bid and offer rates, so the exercise is to calculate the home-currency result of each and choose the better one, considering also the effect on the statement of financial position (a money market hedge creates a loan and a deposit), the borrowing capacity used, and the practicalities.

Hindsight. After the event it is easy to compare the hedge with what the spot rate turned out to be. The importer paid ₦582.0m under the forward contract.

If the spot rate after six months was ₦1,430, paying would have cost 400,000 × 1,430 = ₦572.0m, so the hedge cost ₦10.0m more; if the spot rate was ₦1,480, paying would have cost ₦592.0m, and the hedge saved ₦10.0m. Neither comparison shows that the decision was right or wrong.

The purpose of hedging is to remove the uncertainty and protect the margin on the transaction, not to beat the spot rate. The future spot rate could not have been known when the decision was made. Judge a hedge by the information available on the day it was taken and by whether it met the objective.

Forward contract against money market hedgeTwo panels. Receipt of 600,000 dollars in three months: forward contract at the bid 1,385 gives 831.0 million naira; money market hedge gives 836.7 million naira, an effective rate of 1,394.53, better by 5.7 million. Payment of 400,000 dollars in six months: forward contract at the offer 1,455 costs 582.0 million naira; money market hedge costs 591.5 million, an effective rate of 1,478.73, so the forward is better by 9.5 million.Receipt: $600,000 in 3 monthsForward at bid 1,385₦831.0mMoney market hedgeborrow $591,862, sell at 1,340deposit at 22%: ₦836.7mBetter: money market (+₦5.7m)Payment: $400,000 in 6 monthsForward at offer 1,455₦582.0mMoney market hedgedeposit $391,198, bought at 1,350naira loan at 24%: ₦591.5mBetter: forward (saves ₦9.5m)Calculate both with the real bid, offer, deposit and borrowing rates

The ideas in more depth

Why the money market hedge works

A future receipt of $600,000 is, in effect, a dollar asset. Borrowing the present value of it in dollars creates an equal dollar liability that the receipt will repay, so the dollar exposure is gone and the company has the present value in dollars, which it converts to naira at today’s known rate and invests.

It has swapped an uncertain future conversion for a certain one today, and its naira outcome is the naira it ends up with, which depends only on known rates. A forward contract does the same without the borrowing, which is why the two are priced from the same interest rates.

Why the bank’s rates matter

Each step uses the less favourable rate: dollars sold at the bid, bought at the offer; borrowing at the higher rate and depositing at the lower. Using the middle rate would flatter both methods. In an examination, state which rate is used at each step and why.

Sources and references

  • Forward contracts and money market hedges are arranged through authorised dealers under the rules of the Central Bank of Nigeria; the rates in the examples are illustrative. International Financial Reporting Standard (IFRS) 9 allows hedge accounting for qualifying hedges of foreign currency exposures.

These points are stated as at 5 November 2026.

Worked examples

Example 1: a forward receipt. $600,000; forward bid ₦1,385. Required: the naira received.

  1. Naira.
    600,000 × 1,385 = ₦831,000,000.

Example 2: the dollars to deposit. A $400,000 payment in six months; dollar deposit rate 4.5%. Required: the amount to deposit now.

  1. Period rate.
    4.5% × 6 ÷ 12 = 2.25%.
  2. Amount.
    400,000 ÷ 1.0225 = $391,198.

Example 3: the effective rate. Naira repaid ₦591,491,443 for $400,000. Required: the effective rate.

  1. Rate.
    591,491,443 ÷ 400,000 = ₦1,478.73 per dollar.

How to answer in the exam

  • Identify whether it is a receipt or a payment and the rate side the bank will use.
  • Show each step of the money market hedge with the period interest rate.
  • Compare the home-currency results of the forward and the money market hedge and recommend one.
  • Discuss hindsight and the limits of each method if asked.

Common mistakes in the exam

  • Using the annual interest rate for a part-year.
  • Borrowing foreign currency for a payment, or depositing it for a receipt.
  • Using the wrong side of the spot rate or the wrong interest rate.
  • Comparing a loan and a deposit at different dates without compounding to the same date.
  • Judging a hedge by the spot rate that happened.
  • Forgetting that a forward contract is binding.

Quick revision

  • Forward: receipt at the bid, payment at the offer; binding; no up-front cost.
  • Money market hedge: receipt, borrow foreign currency; payment, deposit foreign currency.
  • Period rate = annual rate × months ÷ 12; compare the home-currency outcomes.
  • Hindsight does not show a hedge was wrong.

Practice questions

These are original questions written in the style of the Institute’s exams. Try each one before you open the answer. Section A is a recall check, because the paper itself is written.

Recall check: multiple choice

Question 1. A forward contract is:

  1. An option to trade
  2. A voluntary quote
  3. A binding agreement to exchange currency at a fixed rate on a future date
  4. A bank loan
Show the answer

C. Both sides must complete it.

Question 2. A main advantage of a forward contract is:

  1. It gains from favourable moves
  2. It fixes the rate with no up-front premium
  3. It is free of any cost
  4. It is optional
Show the answer

B. Certainty of the home-currency amount.

Question 3. An exporter selling dollars forward gets the bank’s:

  1. Bid rate
  2. Offer rate
  3. Mid-rate
  4. Spot rate
Show the answer

A. The rate at which the bank buys dollars.

Question 4. To hedge a foreign currency receipt with a money market hedge, the company:

  1. Deposits foreign currency
  2. Buys the currency forward
  3. Does nothing
  4. Borrows foreign currency now
Show the answer

D. The receipt repays the loan.

Question 5. To hedge a foreign currency payment with a money market hedge, the company:

  1. Borrows foreign currency
  2. Deposits foreign currency now
  3. Waits for the due date
  4. Sells the currency
Show the answer

B. The deposit grows to the payment.

Question 6. A money market hedge and a forward contract are compared by:

  1. The home-currency amount or the effective rate each gives
  2. The bank’s name
  3. The number of steps
  4. The tax paid
Show the answer

A. The better outcome is chosen.

Question 7. A limit of a forward contract is that it:

  1. Is free
  2. Has no date
  3. Is binding, so favourable moves are lost
  4. Is not available
Show the answer

C. And it must be completed.

Question 8. In a money market hedge the company uses:

  1. Mid-market rates
  2. The same rate for borrowing and depositing
  3. Tax rates
  4. The higher rate for borrowing and the lower for depositing
Show the answer

D. The rates less favourable to the customer.

Question 9. The interest for a three-month period at 8% a year is:

  1. 8%
  2. 4%
  3. 2%
  4. 24%
Show the answer

C. 8% × 3 ÷ 12.

Question 10. Comparing a hedge with the actual spot rate afterwards is:

  1. Misleading, as the future rate was unknown when it was taken
  2. A proof of error
  3. Required by law
  4. The best test
Show the answer

A. The aim was certainty, not beating the market.

Section B style: written questions

Question 11 (10 marks). (a) State THREE advantages of a forward contract. (3 marks) (b) State TWO disadvantages. (2 marks) (c) State why hindsight comparisons are misleading. (5 marks)

Question 12 (15 marks). A company will receive $800,000 in three months. Spot is ₦1,340 – ₦1,350; the forward bid is ₦1,388. Dollar borrowing is 4% a year and the naira deposit rate 20% a year. (a) Calculate the forward receipt. (3 marks) (b) Calculate the dollars to borrow. (4 marks) (c) Calculate the naira at maturity under the money market hedge. (5 marks) (d) State which is better and by how much. (3 marks)

A further written question

Question 13 (20 marks). A company will pay $250,000 in three months. Spot is ₦1,340 – ₦1,352; the forward offer is ₦1,400. The dollar deposit rate is 4% a year and the naira borrowing rate 24% a year.

(a) Calculate the forward cost. (3 marks) (b) Calculate the dollars to deposit. (4 marks) (c) Calculate the naira cost today and at maturity. (6 marks) (d) Calculate the effective rate and state which is better. (4 marks) (e) State when a money market hedge is preferred. (3 marks)

Model answers

Show the model answer to Question 11

(a) Certainty of the home-currency amount; no up-front cost; tailored to any amount and date; simple (1 each, any three).

(b) Binding, so favourable moves are lost; must be completed even if the transaction fails (1 each).

(c) The future spot rate was not known when the hedge was chosen; the purpose of the hedge is certainty, not beating the spot rate; the actual rate could have moved either way (5).

Show the model answer to Question 12

(a) 800,000 × 1,388 = ₦1,110,400,000 (3).

(b)

  1. Period rate 4% × 3 ÷ 12 = 1%
  2. 800,000 ÷ 1.01 = $792,079 (4).

(c) Sold at the bid 1,340: ₦1,061,386,139 (2); deposited at 5%: × 1.05 = ₦1,114,455,446 (3).

(d) The money market hedge is better by ₦4,055,446 (3).

Show the model answer to Question 13

(a) 250,000 × 1,400 = ₦350,000,000 (3).

(b) 250,000 ÷ 1.01 = $247,525 (4).

(c) Cost today at the offer 1,352: ₦334,653,465 (3); with the naira loan at 6% for the period: ₦354,732,673 (3).

(d) Effective rate 354,732,673 ÷ 250,000 = ₦1,418.93; the forward contract is better by ₦4,732,673 (4).

(e) When its effective rate is better, or when a forward contract is not available for the date or amount, or when the company already has spare cash or a dollar deposit (3).

Pathfinder on Forward contracts and money market hedges

These are the ICAN Pathfinder questions that test this topic. ICAN owns the questions and the suggested solutions, so we point you to them and do not copy them. Open your Pathfinder, attempt each question under exam conditions, then check your answer against the notes above.

November Diet, 2025: Question 4 (20 marks)

Asks for the advantages of forward contracts (3 marks), the amount received under a forward contract (6 marks) and a comparison with hindsight (5 marks); part (b), futures against forwards, is in the next topic.

Revise first: Hedging with a forward contract

Source: ICAN Pathfinder, Financial Management. Diets covered: Every diet in the Pathfinder, November Diet, 2025 and May Diet, 2026, was reviewed here. The diets listed above test this topic directly..

Spotted a mistake? Tell us and we will check it.

Where this fits

See every past question on Financial Management and the topic each one tests in the Pathfinder question finder.

After it, move on to Strategic Financial Management.

All Financial Management topics

You are reading topic 72 of 75.

  1. The nature and purpose of financial management01
  2. Financial objectives: shareholder wealth, profit, earnings per share and stakeholder value02
  3. Stakeholders and conflicts of objectives03
  4. Agency theory and the agency problem04
  5. Achieving stakeholder objectives: governance codes, listing rules and reward schemes05
  6. Evaluating corporate objectives: ratios and total shareholder return06
  7. Financial management in not-for-profit organisations07
  8. Macroeconomic policy targets, GDP and fiscal policy08
  9. Monetary policy, interest rates, inflation and the exchange rate09
  10. Money markets, banks and money market instruments10
  11. Capital markets and the stock exchange11
  12. The bond market and technology in financial markets12
  13. Working capital: nature, elements and objectives13
  14. The cash operating cycle, working capital ratios and overtrading14
  15. Inventory management: EOQ, reorder levels, just-in-time and ABC analysis15
  16. Managing receivables: credit terms and credit control16
  17. Debt factoring and invoice discounting17
  18. Early settlement discounts and trade payables18
  19. Cash flow forecasts and reasons for holding cash19
  20. Short-term investment and treasury management20
  21. Cash management models: Baumol and Miller-Orr21
  22. Working capital investment policy and determining needs22
  23. Working capital funding strategies23
  24. Capital expenditure, payback and accounting rate of return24
  25. Relevant cash flows in investment appraisal25
  26. The time value of money: discounting and annuities26
  27. Net present value and the case for discounted cash flow27
  28. Internal rate of return and NPV versus IRR28
  29. Taxation and capital allowances in DCF29
  30. Inflation in DCF: real and money terms30
  31. Risk and uncertainty in appraisal: sensitivity analysis31
  32. Expected value and decision trees32
  33. The value of perfect information33
  34. Simulation, risk-adjusted discount rates and discounted payback34
  35. Lease or buy and borrow-to-buy decisions35
  36. Asset replacement: equivalent annual cost and the lowest common multiple36
  37. Capital rationing: divisible and indivisible projects37
  38. Short-term sources of finance38
  39. Long-term sources of finance: equity, debt, hybrids and leases39
  40. Issuing shares: public offers, placings, introductions, underwriting and buy-backs40
  41. Rights issues41
  42. Islamic finance: riba, murabaha, ijarah, mudaraba, sukuk and musharaka42
  43. Internal finance and dividend policy43
  44. Cost of equity: the dividend valuation model44
  45. Portfolio theory and diversification45
  46. Systematic and unsystematic risk and the efficient frontier46
  47. The capital asset pricing model and arbitrage pricing theory47
  48. Cost of debt48
  49. Cost of preference shares and convertibles49
  50. The weighted average cost of capital50
  51. Project-specific cost of capital and adjusted WACC51
  52. Capital gearing, business risk and financial risk52
  53. The traditional view and Modigliani and Miller without tax53
  54. Modigliani and Miller with tax, market imperfections and gearing in appraisal54
  55. Pecking order theory and choosing the financing method55
  56. SME financing problems and remedies56
  57. SME finance: venture capital, business angels, crowdfunding and supply chain finance57
  58. Why value a business: reasons and information needed58
  59. Asset-based valuation59
  60. Income-based valuation: P/E, earnings yield and EV/EBITDA60
  61. Dividend valuation of shares61
  62. Discounted cash flow valuation of a business62
  63. Valuing bonds and preference shares63
  64. The efficient market hypothesis64
  65. Practical considerations in share valuation65
  66. Foreign exchange rates and quotations66
  67. Foreign exchange risk: transaction, translation and economic67
  68. Causes of exchange rate movements68
  69. Purchasing power parity, interest rate parity and four-way equivalence69
  70. Covered interest arbitrage and forward rates70
  71. Internal hedging: invoice currency, netting, matching, leading and lagging71
  72. Forward contracts and money market hedges72 here
  73. Foreign currency derivatives: futures, options and swaps73
  74. Interest rate risk and traditional hedging74
  75. Interest rate derivatives: FRAs, futures, options and swaps75
See the whole course

Get the complete Financial Management notes

Download as PDF or Word

  • Every topic as PDF and Word, ready to print
  • Edit it in Word or print the PDF. No retyping.
Get this course

Reading stays free. Access lasts 12 months. Pay by card, bank transfer, USSD or QR through Paystack. Your name and email appear on every page of your files. Read our Refund Policy.

PracticeNext topic