Foreign exchange risk is the most common financial risk. Entities that have foreign currency transactions and operations are exposed to the risk that exchange rates can vary, causing unwanted fluctuations in earnings and in cash flows. Chapters 5, 6 and 8 deal with the accounting implications of FX hedges through the extensive use of cases. Chapter 5 covers the hedging of anticipated sales and purchases and their resulting receivables and payables. Chapter 6 examines the hedging of net investments in foreign entities. Chapter 8 covers the hedging of foreign currency denominated debt.
The accounting guidance on FX exposures and their hedging is included in two IFRS standards: IFRS 9 Financial Instruments and IAS 21 The Effects of Changes in Foreign Exchange Rates. A summary of IFRS 9 was given in Chapters 1 and 2. Some of the concepts of IAS 21 are outlined in this chapter and Chapter 6.
An exposure to FX risk results mainly from the following transactions:
Competitive risk is the risk that an entity's future cash flows and earnings vary as a result of competitor's FX risk exposure. For example, a European car manufacturer is exposed to FX risk if a major Japanese competitor builds its cars in Japan, even if the European entity has all its manufacturing and sales denominated in EUR. In this case, unfavourable shifts in the EUR against the JPY can adversely affect the competitive position of the company.
An entity's assets, liabilities and results are measured in a functional currency. IAS 21 defines the functional currency of an entity as “the currency of the primary economic environment in which the entity operates”. Within a group, the functional currency of each entity must be determined individually based on its particular circumstances. IAS 21 ensures that the selection of the functional currency is a matter of fact rather than management choice. IAS 21 includes some primary indicators that must be given a priority in determining an entity's functional currency, and also some secondary indicators. The primary indicators are:
If these primary indicators do not provide an obvious answer, then the entity would need to turn to the secondary indicators, as follows:
IAS 21 also describes some other factors to consider in determining whether the functional currency of a foreign operation is the same as that of the parent company. For example, this would apply where a foreign subsidiary is used to market goods from the parent company and its cash is all remitted back to the parent.
In reality, most functional currencies used by each subsidiary throughout a group are generally the subsidiary's local currency (i.e., the currency of the country of its location). However, the group sometimes has a functional currency that differs from its local currency. This is often the case for oil companies and high-tech companies. For example, STMicroelectronics, despite being a Franco-Italian semiconductor company and incurring most of its labour costs in EUR, used the USD as its functional currency as “the reference currency for the semiconductor industry is the U.S. dollar, and product prices are mainly denominated in U.S. dollars”.
The presentation currency is defined as the currency in which the financial statements are presented. Unlike the functional currency, the presentation currency can be any currency of choice. Presenting the financial statements in a currency other than the functional currency does not change the way in which the underlying items are measured. It merely expresses the underlying amounts, which are measured in the functional currency in a different currency.
Except where the functional currency is the currency of a hyperinflationary economy, an entity that translates financial statements from its functional currency into a presentation currency other than its functional currency uses the same method as for translating financial statements of a foreign operation.
Three different dates are relevant in a foreign currency transaction: the
All the items in the financial statements denominated in a currency different from the entity's functional currency are translated using specific exchange rates.
In order to determine the appropriate translation exchange rate to use, IAS 21 groups assets and liabilities that are not part of the financial statements of a group's foreign operations into monetary accounts and non-monetary items. Monetary items are items that are settled in a fixed or determinable number of units of currency. All other assets and liabilities are non-monetary. Equity and income statement accounts are neither monetary nor non-monetary items. Examples of monetary and non-monetary items are:
Monetary items | |
Assets | Liabilities |
Accounts receivable | Accounts payable |
Cash and cash equivalents | Long-term debt |
Long-term receivables | Deferred income tax payables |
Deferred income tax receivables | Intercompany payables |
Intercompany receivables | Accrued liabilities |
Investments in bonds | |
Non-monetary items | |
Assets | Liabilities |
Inventory | Prepayments for goods |
Property, plant and equipment | Provisions settled by delivery of a non-monetary asset |
Investments in equities of another entity |
Under IAS 21, the exchange rate to be used to translate the different FX denominated items is determined as follows:
The type of foreign currency transaction covered in this chapter is a transaction that normally requires the payment (or receipt) of a fixed amount of foreign currency in exchange for the receipt (or delivery) of a fixed quantity of goods or services. Usually there is a span of time between when the transaction is initiated and when the foreign currency is to be paid or received, as shown in Figure 5.1.
First, the entity expects, without a high probability, the occurrence of the FX transaction. At a later stage, the entity expects the FX transaction to happen with a high probability. Next, the FX transaction is legally formalised, becoming a firm commitment. Then the goods/services are received or delivered, and a payable or receivable is recognised. Finally, the payable or receivable is settled, or in other words, payment/receipt is made.
An entity does not have to wait until the FX transaction is recorded in the statement of financial position (i.e., balance sheet) to apply hedge accounting. IFRS 9 allows highly probable transactions, firm commitments and payables/receivables to be designated as hedged items (see Figure 5.2).
The following table summarises the most frequently used FX hedging derivatives, and the implications of their use from an IFRS perspective:
Hedging FX derivative | Hedge accounting implications |
FX forward | Most friendly FX instrument to qualify as hedging instrument. Effectiveness assessment can be based either on spot or on forward rates. If based on spot rates, changes in fair value due to forward points are recognised, at the entity's choice, in OCI (to the extent that they relate to the hedged item) or in profit or loss |
FX option | Treated relatively favourably under IFRS 9. Time value commonly excluded from hedging relationship. In this case, time value changes are taken to OCI (to the extent that they relate to the hedged item), increasing volatility in OCI, and later recycled |
FX tunnel | Written option subject to special conditions to qualify as hedging instrument. Time value commonly excluded from hedging relationship. In this case, time value changes are taken to OCI (to the extent that they relate to the hedged item), increasing volatility in OCI, and later recycled. Lower volatility in OCI than stand alone options due to potential offset between options' time value changes |
Participating forward | Split between a forward and an option improves hedge accounting treatment |
Knock-in forward | Split between a forward (eligible for hedge accounting) and a residual derivative (undesignated) may improve undesired effects in profit or loss. Hedge accounting treatment less challenging than KIKO or range accruals |
KIKO forward | When knock-in barrier expected to be reached, suggested split between a forward (eligible for hedge accounting) and a residual derivative (undesignated). If knock-in barrier not expected to be reached, suggested split between an option (eligible for hedge accounting) and a residual derivative (undesignated). Accounting treatment can be specially challenging if knock-out barrier is likely to be crossed |
Range accrual forward | Very challenging to meet requirements of hedge accounting, unless rebalancing is well designed. Rebalancing can be challenged by auditors and hedging relationship discontinuation may be required |
This case study illustrates the accounting treatment of highly expected FX transactions and their hedges through FX forwards.
Suppose that on 1 October 20X4, ABC Corporation, an exporter whose functional currency was the EUR, was expecting to sell finished goods to a US client and the export to be denominated in USD. The sale was expected to occur on 31 March 20X5, and its related receivable was expected to be settled on 30 June 20X5. Sale proceeds were expected to amount to USD 100 million, to be received in USD.
The sale exposed the entity to a depreciating USD relative to the EUR until the future USD 100 million proceeds were exchanged into EUR. The following table summarises the effects on the resulting cash flow caused by fluctuations in the EUR–USD exchange rate:
EUR–USD exchange rate | Functional currency (EUR) | EUR value of USD sale proceeds |
Goes up | Strengthens | Decrease in value |
Goes down | Weakens | Increase in value |
To hedge its exposure to the EUR–USD rate, on 1 October 20X4 ABC entered into an FX forward contract with the following terms:
FX forward terms | |
Start date | 1 October 20X4 |
Counterparties | ABC and XYZ Bank |
Maturity | 30 June 20X5 |
ABC sells | USD 100 million |
ABC buys | EUR 80 million |
Forward Rate | 1.2500 |
Settlement | Physical delivery |
The FX forward locked in the amount of EUR to be received in exchange for the USD 100 million sale, as shown in Figure 5.3.
From an accounting perspective, the company was exposed to the EUR–USD exchange rate for three consecutive periods (see Figure 5.4):
ABC designated the forward contract as the hedging instrument in a foreign currency cash flow hedge and the highly expected sale as the hedged item. When forwards are used, IFRS 9 permits an entity to choose whether or not to include the FX forward points (i.e., the forward element) in the hedging relationship. From a hedge accounting perspective, three alternatives are available:
One important decision that ABC had to make was the term of the hedging relationship. ABC considered the following two approaches:
In the case covered in this section both the maturities of the hypothetical derivative and the hedging instrument coincided (30 June 20X5), enhancing hedge effectiveness. However, unless a discontinuation is provoked, it implied an extra operational burden as in the period from 31 March 20X5 to 30 June 20X5 an additional calculation/recognition of effective and ineffective parts and the subsequent reclassification of the effective part into profit or loss would be required.
An alternative to avoid such administrative complexity was to provoke on 31 March 20X5 the discontinuation of the hedging relationship by changing the hedge's risk management objective on that date, an approach that may be questioned by auditors. In this section I will cover this approach as well.
Figure 5.5 shows that the hedging relationship ended on 30 June 20X5, when the FX forward ended. As a result, the maturity of the hypothetical derivative and that of the hedging instrument (i.e., the forward) coincided.
ABC designated the forward contract as the hedging instrument in a cash flow hedge. At the inception of the hedging relationship, ABC documented the hedging relationship as follows:
Hedging relationship documentation | |
Risk management objective and strategy for undertaking the hedge | The objective of the hedge is to protect the EUR value of a USD 100 million cash flow stemming from a highly expected sale of finished goods, and its subsequent receivable. This hedging objective is consistent with the entity's overall FX risk management strategy of reducing the variability of its profit and loss statement caused by purchases and sales denominated in foreign currency. The designated risk being hedged is the risk of changes in the EUR fair value of the highly expected sale and its subsequent receivable due to unfavourable movements in the EUR–USD exchange rate |
Type of hedge | Cash flow hedge |
Hedged item | The hedged item is the cash flow stemming from a highly expected sale of USD 100 million of finished goods and its subsequent receivable, expected to be settled on 30 June 20X5. This sale is highly probable as the negotiations are at an advance stage and as similar transactions have occurred in the past with the potential buyer involving sales of similar size. |
Hedging instrument | The forward contract with reference number 012545. The counterparty to the forward is XYZ Bank and the credit risk associated with this counterparty is considered to be very low. The forward contract has a 100 million USD notional, an 80 million EUR notional, a maturity on 30 June 20X5 and a physical settlement feature under which the entity will pay the USD notional in exchange for the EUR notional |
Hedge effectiveness assessment | See below |
Hedge effectiveness will be assessed by comparing changes in the fair value of the hedging instrument to changes in the fair value of a hypothetical derivative. The terms of the hypothetical derivative – a EUR–USD forward contract for maturity 30 June 20X5 with nil fair value at the start of the hedging relationship – reflected the terms of the hedged item. The terms of the hypothetical derivative were as follows:
Hypothetical derivative terms | |
Start date | 1 October 20X4 |
Counterparties | ABC and credit risk-free counterparty |
Maturity | 30 June 20X5 |
ABC sells | USD 100 million |
ABC buys | EUR 79,872,000 |
Forward rate | 1.2520 (*) |
Initial fair value | Nil |
(*) The forward rate of the hypothetical derivative (1.2520) was different from that of the hedging instrument (1.2500) due to the absence of CVA in the hypothetical derivative (the counterparty to the hypothetical derivative is assumed to be credit risk-free).
Changes in the fair value of the hedging instrument will be recognised as follows:
Hedge effectiveness will be assessed prospectively at hedging relationship inception, on an ongoing basis at each reporting date and upon occurrence of a significant change in the circumstances affecting the hedge effectiveness requirements.
Hedge effectiveness assessment will be performed on a forward-forward basis. In other words, the forward element of both the hedging instrument and the expected cash flow will be included in the assessment.
The hedging relationship will qualify for hedge accounting only if all the following criteria are met:
The hedging relationship will be considered effective if all the following requirements are met:
Whether there is an economic relationship between the hedged item and the hedging instrument will be assessed on a qualitative basis. The assessment will be complemented by a quantitative assessment using the scenario analysis method for one scenario in which the EUR–USD FX rate at the end of the hedging relationship (30 June 20X5) will be calculated by shifting the EUR–USD spot rate prevailing on the assessment date by +10%, and the change in fair value of both the hypothetical derivative and the hedging instrument compared.
The hedging relationship was considered effective as all the following requirements were met:
Due to the fact that the main terms of the hedging instrument and those of the expected cash flow closely matched and the low credit risk exposure to the counterparty of the forward contract, it was concluded that the hedging instrument and the hedged item had values that would generally move in opposite directions. This conclusion was supported by a quantitative assessment, which consisted of one scenario analysis performed as follows. A EUR–USD spot rate at the end of the hedging relationship (1.3585) was simulated by shifting the EUR–USD spot rate prevailing on the assessment date (1.2350) by +10%. As shown in the table below, the change in fair value of the hedged item was expected to largely be offset by the change in fair value of the hedging instrument, corroborating that both elements had values that would generally move in opposite directions.
Scenario analysis assessment | ||
Hedging Instrument | Hypothetical Derivative | |
Nominal USD | 100,000,000 | 100,000,000 |
Forward rate | 1.2500 | 1.2520 |
Nominal EUR | 80,000,000 | 79,872,000 |
Nominal USD | 100,000,000 | 100,000,000 |
Market rate | 1.3585 (1) | 1.3585 |
Value in EUR | 73,611,000 (2) | 73,611,000 |
Difference | 6,389,000 (3) | 6,261,000 |
Discount factor | 1.00 | 1.00 |
Fair value | 6,389,000 (4) | 6,261,000 |
Degree of offset | 102.0% (5) |
Notes:
(1) Assumed spot rate on hedging relationship end date (30 June 20X5)
(2) 73,611,000 = 100,000,000/1.3585
(3) 6,389,000 = 80,000,000 – 73,611,000
(4) 6,389,000 = 6,389,000 × 1.00
(5) 102% = 6,389,000/6,261,000
The hedge ratio was established at 1:1, resulting from the USD 100 million of the hedged item that the entity actually hedged and the USD 100 million of the hedging instrument that the entity actually used to hedge that quantity of hedged item.
Another hedge assessment was performed on 31 December 20X4 (reporting date). That assessment was very similar to the one performed at inception and has been omitted to avoid unnecessary repetition. Similarly, the hedge ratio was assumed to be 1:1 on that assessment date.
The spot and forward exchange rates prevailing at the relevant dates were as follows:
Date | Spot rate at indicated date | Forward rate for 30-Jun-20X5 (*) | Discount factor for 30-Jun-20X5 |
1-Oct-20X4 | 1.2350 | 1.2520 | 0.9804 |
31-Dec-20X4 | 1.2700 | 1.2800 | 0.9839 |
31-Mar-20X5 | 1.2950 | 1.3000 | 0.9901 |
30-Jun-20X5 | 1.3200 | 1.3200 | 1.0000 |
(*) Credit risk-free forward rate
The fair value calculation of the hedging instrument at each relevant date was as follows:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Nominal EUR | 80,000,000 | 80,000,000 | 80,000,000 | 80,000,000 |
Nominal USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Forward rate for 30-Jun-20X5 | /1.2520 | /1.2800 | /1.3000 | /1.3200 |
Value in EUR | 79,872,000 | 78,125,000 | 76,923,000 (1) | 75,758,000 |
Difference | 128,000 | 1,875,000 | 3,077,000 (2) | 4,242,000 |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
Credit risk-free fair value | 125,000 | 1,845,000 | 3,047,000 (3) | 4,242,000 |
CVA | <125,000> (6) | <3,000> | <1,000> | 0 |
Fair value | 0 | 1,842,000 | 3,046,000 (4) | 4,242,000 |
Fair value change (period) | — | 1,842,000 | 1,204,000 (5) | 1,196,000 |
Notes:
(1) 76,923,000 = 100,000,000/1.3000
(2) 3,077,000 = 80,000,000 – 76,923,000
(3) 3,047,000 = 3,077,000 × 0.9901
(4) 3,046,000 =3,047,000+ <1,000>
(5) 1,204,000 = 3,046,000 – 1,842,000
(6) This figure includes a CVA as well as the bid/offer. The figure is relatively large due a substantial additional profit applied by XYZ Bank. ABC decided not to initially recognise any up-front loss on the trade
The fair value calculation of the hypothetical derivative at each relevant date was as follows:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Nominal EUR | 79,872,000 | 79,872,000 | 79,872,000 | 79,872,000 |
Nominal USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Forward rate for 30-Jun-20X5 | /1.2520 | /1.2800 | /1.3000 | /1.3200 |
Value in EUR | 79,872,000 | 78,125,000 | 76,923,000 | 75,758,000 |
Difference | 0 | 1,747,000 | 2,949,000 | 4,114,000 |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
Fair value | 0 | 1,719,000 | 2,920,000 | 4,114,000 |
Fair value change (cumulative) | — | 1,719,000 | 2,920,000 | 4,114,000 |
The calculation of the effective and ineffective parts of the change in fair value of the hedging instrument was performed as follows:
31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Cumulative change in fair value of hedging instrument | 1,842,000 | 3,046,000 | 4,242,000 |
Cumulative change in fair value of hypothetical derivative | 1,719,000 | 2,920,000 | 4,114,000 |
Lower amount | 1,719,000 | 2,920,000 (1) | 4,114,000 |
Previous cumulative effective amount | Nil | 1,719,000 (2) | 2,920,000 |
Available amount | 1,719,000 | 1,201,000 (3) | 1,194,000 |
Period change in fair value of hedging instrument | 1,842,000 | 1,204,000 (4) | 1,196,000 |
Effective part | 1,719,000 | 1,201,000 (5) | 1,194,000 |
Ineffective part | 123,000 | 3,000 (6) | 2,000 |
Notes:
(1) Lower of 3,046,000 and 2,920,000
(2) Nil + 1,719,000, the sum of all prior effective amounts
(3) 2,920,000 – 1,719,000
(4) Change in the fair value of the hedging instrument since the last fair valuation
(5) Lower of 1,201,000 (available amount) and 1,204,000 (period change in fair value of hedging nstrument)
(6) 1,204,000 (period change in fair value of hedging instrument) – 1,201,000 (effective part)
The required journal entries were as follows.
No entries in the financial statements were required as the fair value of the forward contract was zero.
The change in fair value of the forward since the last valuation was a EUR 1,842,000 gain, of which EUR 1,719,000 was effective and recorded in OCI, and EUR 123,000 was ineffective and recorded in profit or loss.
The sale agreement was recorded at the EUR–USD spot rate prevailing on 31 March 20X5 (1.2950). Therefore, the sales EUR amount was EUR 77,220,000 (=100 million/1.2950). Because the sold machinery was not yet paid, a receivable was recognised. Suppose that the machinery was valued at EUR 68 million in ABC's statement of financial position, and that ABC recognised the delivery of the machinery.
The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950).
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold. The table shows that the forward contract locked in a EUR 80 million overall income.
Cash | Forward contract | Accounts receivable | Cash flow hedge reserve | Profit or loss | |
1-Oct-20X4 | |||||
Forward trade | 0 | 0 | |||
31 Dec-20X4 | |||||
Forward revaluation | 1,842,000 | 1,719,000 | 123,000 | ||
31-Mar-20X5 | |||||
Forward revaluation | 1,204,000 | 1,201,000 | 3,000 | ||
Reserve reclassification | <2,920,000> | 2,920,000 | |||
Sale shipment | 77,220,000 | 77,220,000 | |||
30-Jun-20X5 | |||||
Forward revaluation | 1,196,000 | 1,194,000 | 2,000 | ||
Reserve reclassification | <1,194,000> | 1,194,000 | |||
Forward settlement | 80,000,000 | <4,242,000> | |||
<75,758,000> | |||||
Receivable revaluation | <1,463,000> | <1,463,000> | |||
Receivable settlement | 75,758,000 | <75,758,000> | |||
TOTAL | 80,000,000 | -0- | -0- | -0- | 80,000,000 |
In our previous approach, on 30 June 20X5 an additional calculation/recognition of effective and ineffective parts and the subsequent reclassification of the effective part into profit or loss was required. An alternative to avoid such administrative complexity was to discontinue the hedging relationship on 31 March 20X5 by changing the hedge's risk management objective on that date. Whilst under IFRS 9 voluntary discontinuation of a hedging relationship is not permitted, discontinuation is required when a hedging relationship does not meet its risk management objective. By changing the risk management objective an entity may provoke a mandatory discontinuation of the hedging relationship. In my view, this solution may be challenged by auditors, especially when a pattern of changing risk management objectives has been implemented solely to overcome the restrictions of IFRS 9. However, as happened with IAS 39 (the previous hedge accounting standard), over time the auditing community comes to accept practices that at the beginning of the implementation of a standard may seem questionable. I will cover this approach next.
The accounting entries up to, and including, 31 March 20X5 were identical to those of the previous example, so are omitted here.
On 31 March 20X5, following the recognition of the receivable, ABC updated the hedge documentation as follows: “The risk management of the EUR–USD foreign exchange risk stemming from the accounts receivable will no longer be managed under this hedging relationship, but instead in conjunction with the EUR–USD foreign exchange risk stemming from the FX forward as there is a natural offset in profit or loss of both risks. As a result of this change in the risk management objective, the hedging relationship is discontinued from 31 March 20X5”.
The accounting entries made on 30 June 20X5 were as follows. The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950).
The change in the fair value of the forward contract since the last valuation was a gain of EUR 1,196,000, recognised in profit or loss, as the forward was undesignated.
The receipt of the USD 100 million cash payment from the customer was valued at the spot rate on 30 June 20X5, EUR 75,758,000 (=100 million/1.32).
The forward was settled: the USD 100 million cash was exchanged for EUR 80 million under the physical settlement provision of the forward.
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold:
Cash | Forward contract | Accounts receivable | Cash flow hedge reserve | Profit or loss | |
1-Oct-20X4 | |||||
Forward trade | 0 | 0 | |||
31 Dec-20X4 | |||||
Forward revaluation | 1,842,000 | 1,842,000 | |||
31-Mar-20X5 | |||||
Forward revaluation | 1,204,000 | 1,204,000 | |||
Reserve reclassification | <3,046,000> | 3,046,000 | |||
Sale recognition | 77,220,000 | 77,220,000 | |||
30-Jun-20X5 | |||||
Forward revaluation | 1,196,000 | 1,196,000 | |||
Forward settlement | 80,000,000 | <4,242,000> | |||
<75,758,000> | |||||
Receivable revaluation | <1,463,000> | <1,463,000> | |||
Receivable settlement | 75,758,000 | <75,758,000> | |||
TOTAL | 80,000,000 | -0- | -0- | -0- | 80,000,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
In the previous section a forecast sale and its subsequent receivable were hedged from an accounting perspective. As a result, the maturity of the hedging relationship was set on 30 June 20X5, the date on which the receivable was expected to be settled. This resulted in ABC either incurring an unnecessary administrative burden (stemming from the calculation of effective and ineffective parts and the recording of the resultant accounting entries) or provoking a discontinuation of the hedging relationship by changing its risk management objective.
In this section only the forecast sale will be hedged from an accounting perspective (i.e., its subsequent receivable will not be part of the hedging relationship). This approach overcomes some of the weaknesses inherent in the previous approach by establishing the end of the hedging relationship on 31 March 20X5, the date on which the sales transaction was recognised. Whilst this approach is simpler from an operational perspective, the ineffective part of the hedge is likely to be larger than that of the previous approach. Nonetheless, when the time lag between sale recognition and receivable settlement is not substantially long (as in our case) and when forwards are used, this approach works reasonably well. However, when a hedging strategy involves options, this approach may cause excessive ineffectiveness due to the potentially large differences between time value decay of the hedging instrument and the hypothetical derivative.
Additionally, in this section I will cover the different accounting alternatives that IFRS 9 allows when using forwards: (i) including the forward element in the hedging relationship, (ii) excluding the forward element from the hedging relationship and recognising its change in fair value in profit or loss and (iii) excluding the forward element from the hedging relationship and temporarily recognising its change in fair value in OCI to the extent that it related to the hedged item.
The background to the case covered is identical to that in Section 5.5. On 1 October 20X4, ABC Corporation, an exporter whose functional currency was the EUR, was expecting to sell finished goods to a US client and the export to be denominated in USD. The sale was expected to occur on 31 March 20X5, and its related receivable was expected to be settled on 30 June 20X5. Sale proceeds were expected to be USD 100 million, to be received in USD.
To hedge its exposure to the EUR–USD rate, on 1 October 20X4 ABC entered into an FX forward contract with the following terms:
FX forward terms | |
Start date | 1 October 20X4 |
Counterparties | ABC and XYZ Bank |
Maturity | 30 June 20X5 |
ABC sells | USD 100 million |
ABC buys | EUR 80 million |
Forward Rate | 1.2500 |
Settlement | Physical delivery |
The FX forward locked in the amount of EUR to be received (i.e., EUR 80 million) in exchange for the USD 100 million sale, as shown in Figure 5.3.
As mentioned above, the hedging relationship would end on 31 March 20X5, when the sales transaction was recognised, before the FX forward matured (see Figure 5.6).
ABC designated the forward contract as the hedging instrument in a cash flow hedge of its USD-denominated highly expected sale. At the inception of the hedging relationship, ABC documented the hedging relationship as follows:
Hedging relationship documentation | |
Risk management objective and strategy for undertaking the hedge | The objective of the hedge is to protect the EUR value of a USD 100 million cash flow stemming from a highly expected sale of finished goods. This hedging objective is consistent with the entity's overall FX risk management strategy of reducing the variability of its profit or loss statement caused by purchases and sales denominated in foreign currency. The designated risk being hedged is the risk of changes in the cash flow stemming from a highly expected sale due to unfavourable movements in the EUR–USD exchange rate |
Type of hedge | Cash flow hedge |
Hedged item | A USD 100 million sale of finished goods expected to take place on 31 March 20X5. This sale is highly probable as the negotiations are at an advanced stage and as similar transactions have occurred in the past with the potential buyer involving sales of similar size. For the avoidance of doubt, the ensuing receivable will not be part of the hedging relationship |
Hedging instrument | The forward contract with reference number 012545. The counterparty to the forward is XYZ Bank and the credit risk associated with this counterparty is considered to be very low. The forward contract has a USD 100 million notional, EUR 80 million notional, maturity on 30 June 20X5 and a physical settlement feature under which the entity will pay the USD notional in exchange for the EUR notional |
Hedge effectiveness assessment | See below |
Hedge effectiveness will be assessed by comparing changes in the fair value of the hedging instrument to changes in the fair value of a hypothetical derivative. The terms of the hypothetical derivative – a EUR–USD forward contract for maturity 31 March 20X5 with nil fair value at the start of the hedging relationship – reflected the terms of the hedged item. The terms of the hypothetical derivative were as follows:
Hypothetical derivative terms | |
Start date | 1 October 20X4 |
Counterparties | ABC and credit risk-free counterparty |
Maturity | 31 March 20X5 |
ABC sells | USD 100 million |
ABC buys | EUR 80,257,000 |
Forward Rate | 1.2460 (*) |
(*) The forward rate of the hypothetical derivative (1.2460) was different from that of the hedging instrument (1.2500) due to their different maturity dates (31 March 20X5 and 30 June 20X5) and the absence of CVA in the hypothetical derivative (the counterparty to the hypothetical derivative is assumed to be credit risk-free).
Changes in the fair value of the hedging instrument will be recognised as follows:
Hedge effectiveness will be assessed prospectively at hedging relationship inception, on an ongoing basis at each reporting date and upon occurrence of a significant change in the circumstances affecting the hedge effectiveness requirements.
Hedge effectiveness assessment will be performed on a forward-forward basis. In other words, the forward element of both the hedging instrument and the expected cash flow will be included in the assessment.
The hedging relationship will qualify for hedge accounting only if all the following criteria are met:
The hedging relationship will be considered effective if all the following requirements are met:
Whether there is an economic relationship between the hedged item and the hedging instrument will be assessed on a qualitative basis. The assessment will be complemented by a quantitative assessment using the scenario analysis method for one scenario in which the EUR–USD FX rate at the end of the hedging relationship (31 March 20X5) will be calculated by shifting the EUR–USD spot rate prevailing on the assessment date by +10%, and the change in fair value of both the hypothetical derivative and the hedging instrument compared.
The hedging relationship was considered effective as all the following requirements were met:
Due to the fact that the terms of the hedging instrument and those of the expected cash flow closely matched and the low credit risk exposure to the counterparty of the forward contract, it was concluded that the hedging instrument and the hedged item had values that would generally move in opposite directions. This conclusion was supported by a quantitative assessment, which consisted of one scenario analysis performed as follows. A EUR–USD spot rate at the end of the hedging relationship (1.3585) was simulated by shifting the EUR–USD spot rate prevailing on the assessment date (1.2350) by +10%. The fair value of the hedging instrument was calculated, assuming that the forward rate for 30 June 20X5 was 1.3625 and the discount factor from 31 March 20X5 to 30 June 20X5 was 0.99. As shown in the table below, the change in fair value of the hedged item was expected to largely be offset by the change in fair value of the hedging instrument, corroborating that both elements had values that would generally move in opposite directions.
Scenario analysis assessment | ||
Hedging instrument | Hypothetical derivative | |
Nominal USD | 100,000,000 | 100,000,000 |
Forward rate | 1.2500 | 1.2460 |
Nominal EUR | 80,000,000 | 80,257,000 |
Nominal USD | 100,000,000 | 100,000,000 |
Market rate | 1.3625 (1) | 1.3585 (2) |
Value in EUR | 73,394,000 (3) | 73,611,000 |
Difference | 6,606,000 (4) | 6,646,000 |
Discount factor | 0.99 | 1.00 |
Fair value (credit risk-free) | 6,540,000 (5) | 6,646,000 |
CVA | <2,000> | |
Fair value | 6,538,000 | 6,646,000 |
Degree of offset | 98% (6) |
Notes:
(1) Forward rate to 30 June 20X5
(2) Assumed spot rate on hedging relationship end date
(3) 73,394,000 = 100,000,000/1.3625
(4) 6,606,000 = 80,000,000 – 73,394,000
(5) 6,540,000 = 6,606,000 × 0.99
(6) 98% = 6,538,000/6,646,000
The hedge ratio was established at 1:1, resulting from the USD 100 million of hedged item that the entity actually hedged and the USD 100 million of the hedging instrument that the entity actually used to hedge that quantity of hedged item.
Another hedge assessment was performed on 31 December 20X4 (reporting date). That assessment was very similar to the one performed at inception and has been omitted to avoid unnecessary repetition. Additionally, the hedge ratio was assumed to be 1:1 on that assessment date.
The spot and forward exchange rates prevailing at the relevant dates were as follows:
Date | Spot rate at indicated date | Forward rate for 30-Jun-20X5 (*) | Discount factor for 30-Jun-20X5 | Forward rate for 31-Mar-20X5 | Discount factor for 31-Mar-20X5 |
1-Oct-20X4 | 1.2350 | 1.2480 | 0.9804 | 1.2460 | 0.9842 |
31-Dec-20X4 | 1.2700 | 1.2800 | 0.9839 | 1.2770 | 0.9895 |
31-Mar-20X5 | 1.2950 | 1.3000 | 0.9901 | 1.2950 | 1.0000 |
30-Jun-20X5 | 1.3200 | 1.3200 | 1.0000 | — | — |
(*) Credit risk-free forward rate
The fair value calculation of the hedging instrument at each relevant date was covered in Section 5.5.6, resulting in the following amounts:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Fair value | 0 | 1,842,000 | 3,046,000 | 4,242,000 |
Fair value change (period) | — | 1,842,000 | 1,204,000 | 1,196,000 |
The fair value calculation of the hypothetical derivative at each relevant date was as follows:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | |
Nominal EUR | 80,257,000 | 80,257,000 | 80,257,000 |
Nominal USD | 100,000,000 | 100,000,000 | 100,000,000 |
Forward rate for 31-Mar-20X5 | /1.2460 | /1.2770 | /1.2950 |
Value in EUR | 80,257,000 | 78,309,000 | 77,220,000 |
Difference | 0 | 1,948,000 | 3,037,000 |
Discount factor | × 0.9842 | × 0.9895 | × 1.0000 |
Fair value | 0 | 1,928,000 | 3,037,000 |
Fair value change | — | 1,928,000 | 1,109,000 |
The calculation of the effective and ineffective parts of the change in fair value of the hedging instrument was calculated as follows:
31-Dec-20X4 | 31-Mar-20X5 | |
Cumulative change in fair value of hedging instrument | 1,842,000 | 3,046,000 |
Cumulative change in fair value of hypothetical derivative | 1,928,000 | 3,037,000 |
Lower amount | 1,842,000 | 3,037,000 (1) |
Previous cumulative effective amount | Nil | 1,842,000 (2) |
Available amount | 1,842,000 | 1,195,000 (3) |
Period change in fair value of hedging instrument | 1,842,000 | 1,204,000 (4) |
Effective part | 1,842,000 | 1,195,000 (5) |
Ineffective part | Nil | 9,000 (6) |
Notes:
(1) 3,037,000 = lower of 3,046,000 and 3,037,000
(2) 1,842,000 = Nil + 1,842,000, the sum of all prior effective amounts
(3) 1,195,000 = 3,037,000 – 1,842,000
(4) Change in the fair value of the hedging instrument since the last fair valuation
(5) Lower of 1,195,000 (available amount) and 1,204,000 (period change in fair value of hedging instrument)
(6) 1,204,000 (period change in fair value of hedging instrument) – 1,195,000 (effective part)
The required journal entries were as follows.
No entries in the financial statements were required as the fair value of the forward contract was zero.
The change in fair value of the forward since the last valuation was a gain of EUR 1,842,000. As the hedge was fully effective, all that change in fair value was recorded in OCI and none in profit or loss.
The sale agreement was recorded at the EUR–USD spot rate prevailing on 31 March 20X5 (1.2950). Therefore, the sales EUR amount was EUR 77,220,000 (=100 million/1.2950). Because the sold machinery was not yet paid, a receivable was recognised. Suppose that the machinery was valued at EUR 68 million in ABC's statement of financial position, and that ABC recognised the delivery of the machinery.
The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950).
With the hedge, ABC locked in EUR 80 million proceeds from the USD sale. Including the EUR 68 million cost of goods sold, the hedge locked in EUR 12 million earnings before tax (EBT). The majority of the change in fair value of the forward contract during the hedging relationship (i.e., until 31 March 20X5) adjusted the sales amount. From that date, the entirety of change in fair value of the forward contract was recognised as “other financial income/expenses”. The inclusion of the forward points in the hedging relationship caused the expected deterioration, during such relationship, of the exchange rate implied by the forward points to end up adjusting sales (i.e., within earnings before interest, taxes, depreciation and amortisation (EBITDA)), and not in the “other financial income/expenses” line. The effects of the hedge in ABC's profit or loss are shown in Figure 5.7. Without the hedge, the EBT and the proceeds from the sale would have been EUR 4,242,000 lower.
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold. The table shows that the forward contract locked in a EUR 80 million overall income.
Cash | Forward contract | Accounts receivable | Cash flow hedge reserve | Profit or loss | |
1-Oct-20X4 | |||||
Forward trade | 0 | 0 | |||
31 Dec-20X4 | |||||
Forward revaluation | 1,842,000 | 1,842,000 | |||
31-Mar-20X5 | |||||
Forward revaluation | 1,204,000 | 1,195,000 | 9,000 | ||
Reserve reclassification | <3,037,000> | 3,037,000 | |||
Sale recognition | 77,220,000 | 77,220,000 | |||
30-Jun-20X5 | |||||
Forward revaluation | 1,196,000 | 1,196,000 | |||
Forward settlement | 80,000,000 | <4,242,000> | |||
<75,758,000> | |||||
Receivable revaluation | <1,463,000> | <1,463,000> | |||
Receivable settlement | 75,758,000 | <75,758,000> | |||
TOTAL | 80,000,000 | -0- | -0- | -0- | 80,000,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
When an entity elects to exclude the forward element (i.e., the forward points) from a hedging relationship (i.e., only the spot element is part of such relationship), IFRS 9 allows entities to elect between:
It is likely that ABC would have selected the first alternative. Firstly, the forward element implied a loss because the forward rate (1.2500) was unfavourable relative to the spot rate (1.2350). As a result, under the first alternative the sales figure was likely to look better than under the second alternative. Secondly, the first alternative was much simpler than the second alternative from an operational perspective. However, the forward in its entirety (including both the spot and forward elements) could be thought of as “insurance” bought to guarantee that the proceeds from the sale were EUR 80 million, and probably the second alternative provided a more complete picture of the entity's activities by incorporating in the sales line the “insurance” related to such sale.
Suppose that in the previous hedge ABC decided to exclude the forward element from the hedging relationship and to recognise the change in the fair value of the forward element in profit or loss. Excluding the forward element from the hedging relationship implied that hedge effectiveness would assessed taking into only changes in fair value due to changes in the spot exchange rate (what is termed “spot-to-spot” assessment).
The fair value of the forward component was calculated as the difference between the total fair value of the forward contract and the fair value of its spot component:
The changes in fair value of the spot and forward elements of the forward contract were calculated as follows (the total fair values of the forward contract were calculated in Section 5.6.5):
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Total fair value (FV) | 0 | 1,842,000 (1) | 3,046,000 | 4,242,000 |
Period FV change | — | 1,842,000 | 1,204,000 | 1,196,000 |
Spot element fair valuations: | ||||
Nominal in USD | 100,000,000 | 100,000,000 | 100,000,000 | |
Initial spot rate | /1.2350 | /1.2350 | /1.2350 | |
Initial EUR amount | 80,972,000 | 80,972,000 | 80,972,000 | |
Nominal in USD | 100,000,000 | 100,000,000 | 100,000,000 | |
Spot rate | /1.2350 | /1,2700 | /1,2950 | |
Value in EUR | 80,972,000 | 78,740,000 | 77,220,000 | |
Difference | -0- | 2,232,000 | 3,752,000 | |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | |
Fair value (spot element) | -0- | 2,196,000 | 3,715,000 | |
Period FV change (spot element) | — | 2,196,000 | 1,519,000 | |
Cumulative FV change (spot element) | — | 2,196,000 | 3,715,000 | |
Forward element fair valuations: | ||||
Fair value (forward element) | -0- | <354,000> (2) | <669,000> | |
Period FV change (forward element) | — | <354,000> | <315,000> | |
Cumulative FV change (forward element) | — | <354,000> | <669,000> |
Notes:
(1) A split between the spot and forward components was not needed on 30-Jun-20X5, as the forward was undesignated from 31-Mar-20X5
(2) From table in Section 5.6.5
(3) 1,842,000 (total fair value) – 2,196,000 (fair value of spot element)
The changes in the fair value of the spot and forward elements of the hypothetical derivative were calculated as follows (the total fair values of the hypothetical derivative were calculated in Section 5.6.5):
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | |
Total fair value (FV) | -0- | 1,928,000 (1) | 3,037,000 |
Cumulative FV change | — | 1,928,000 | 3,037,000 |
Spot element fair valuations: | |||
Nominal in USD | 100,000,000 | 100,000,000 | 100,000,000 |
Initial spot rate | /1.2350 | /1.2350 | /1.2350 |
Initial nominal EUR | 80,972,000 | 80,972,000 | 80,972,000 |
Nominal in USD | 100,000,000 | 100,000,000 | 100,000,000 |
Spot rate | /1.2350 | /1,2700 | /1,2950 |
Value in EUR | 80,972,000 | 78,740,000 | 77,220,000 |
Difference | -0- | 2,232,000 | 3,752,000 |
Discount factor | × 0.9842 | × 0.9895 | × 1.0000 |
Fair value (spot element) | -0- | 2,209,000 | 3,752,000 |
Cumulative FV change (spot element) | — | 2,209,000 | 3,752,000 |
Forward element fair valuations: | |||
Fair value (forward element) | -0- | <281,000> (2) | <715,000> |
Cumulative FV change (forward element) | — | <281,000> | <715,000> |
Notes:
(1) From table in Section 5.6.5
(2) 1,928,000 (total fair value) – 2,209,000 (fair value of spot element)
The effective and ineffective parts of the change in fair value of the hedging instrument (i.e., the spot component of the forward contract) were calculated as follows:
31-Dec-20X4 | 31-Mar-20X5 | |
Cumulative change in fair value of hedging instrument (spot element) | 2,196,000 | 3,715,000 |
Cumulative change in fair value of hypothetical derivative (spot element) | 2,209,000 | 3,752,000 |
Lower amount | 2,196,000 | 3,715,000 (1) |
Previous cumulative effective amount | Nil | 2,196,000 (2) |
Available amount | 2,196,000 | 1,519,000 (3) |
Period change in fair value of hedging instrument (spot element) | 2,196,000 | 1,519,000 (4) |
Effective part | 2,196,000 | 1,519,000 (5) |
Ineffective part | Nil | Nil (6) |
Notes:
(1) Lower of 3,715,000 and 3,752,000
(2) Nil + 2,196,000, the sum of all prior effective amounts
(3) 3,715,000 – 2,196,000
(4) Change in the fair value of the hedging instrument (i.e., spot element) since the last fair valuation
(5) Lower of 1,519,000 (available amount) and 1,519,000 (period change in fair value of hedging instrument – i.e., spot element)
(6) 1,519,000 (period change in fair value of hedging instrument – i.e., spot element) – 1,519,000 (effective part)
The accounting entries shown next assume that ABC elected to recognise the changes in the forward element in profit or loss. The required journal entries were as follows.
No entries in the financial statements were required as the fair value of the forward contract was zero.
The change in fair value of the spot element since the last valuation was a EUR 2,196,000 gain. That entire amount was considered effective and recorded in OCI, and as a result there was no ineffective amount. The change in fair value of the forward element resulted in a EUR 354,000 loss, recognised in profit or loss as it was excluded from the hedging relationship.
The sale agreement was recorded at the EUR–USD spot rate prevailing on the date the sales are recognised (1.2950). Therefore, the sales EUR amount was EUR 77,220,000 (=100 million/1.2950). Because the sold machinery was not yet paid, a receivable was recognised. Suppose that the machinery was valued at EUR 68 million in ABC's statement of financial position, and that ABC recognised the delivery of the machinery.
The change in fair value of the spot element since the last valuation was a EUR 1,519,000 gain. That entire amount was considered effective and recorded in OCI, and as a result there was no ineffective amount.
The change in fair value of the forward element resulted in a EUR 315,000 loss, recognised in profit or loss as it was excluded from the hedging relationship.
The receivable was revalued at the spot rate prevailing on this date, showing a EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950) loss.
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold. The table shows that the forward contract locked in a EUR 80 million overall income.
Cash | Forward contract | Accounts receivable | Cash flow hedge reserve | Profit or loss | |
1-Oct-20X4 | |||||
Forward trade | 0 | 0 | |||
31 Dec-20X4 | |||||
Forward revaluation | 1,842,000 | 2,196,000 | <354,000> | ||
31-Mar-20X5 | |||||
Forward revaluation | 1,204,000 | 1,519,000 | <315,000> | ||
Reserve reclassification | <3,715,000> | 3,715,000 | |||
Sale recognition | 77,220,000 | 77,220,000 | |||
30-Jun-20X5 | |||||
Forward revaluation | 1,196,000 | 1,196,000 | |||
Forward settlement | 80,000,000 | <4,242,000> | |||
<75,758,000> | |||||
Receivable revaluation | <1,463,000> | <1,463,000> | |||
Receivable settlement | 75,758,000 | <75,758,000> | |||
TOTAL | 80,000,000 | -0- | -0- | -0- | 80,000,000 |
(1) Note: Total figures may not match the sum of their corresponding components due to rounding.
With the hedge ABC locked in EUR 80 million proceeds from the USD sale. Including the EUR 68 million cost of goods sold, the hedge locked in EUR 12 million in EBT. While all the change in fair value of the spot element (a EUR 3,715,000 gain) during the hedging relationship (i.e., until 31 March 20X5) adjusted the sales amount, the change in fair value of the forward element (a EUR 669,000 loss) was recognised in “financial expenses” of profit or loss and not within EBITDA, as shown in Figure 5.8. From that date, the entirety of the change in fair value of the forward contract was recognised as “other financial income/expenses”. Without the hedge, the EBT and the proceeds from the sale would have been EUR 4,242,000 lower.
The accounting entries shown next assume that ABC elected to recognise the changes in the forward element temporarily in OCI to the extent that they related to the hedged item.
The forward element of the forward contract entered into by ABC was called the actual forward element. That element was compared to the forward element of a theoretical forward that would have had critical terms that perfectly matched the hedged item – the aligned forward element.
The actual forward element valuations (see Section 5.6.8) at each relevant date were as follows:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | |
Actual forward element | -0- | <354,000> | <669,000> |
Actual forward element (period change) | — | <354,000> | <315,000> |
Actual forward element (cumulative change) | — | <354,000> | <669,000> |
In our case, the aligned forward element corresponded to the forward element of the hypothetical derivative. Based on the hypothetical derivative's fair value and spot elements calculations in Section 5.6.8, the aligned forward element valuations at each relevant date were as follows:
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | |
Fair value | -0- | 1,928,000 | 3,037,000 |
Spot element | -0- | 2,209,000 | 3,752,000 |
Aligned forward element | -0- | <281,000> (1) | <715,000> |
Aligned forward element (period change) | <281,000> | <434,000> (2) |
Notes:
(1) 1,928,000 – 2,209,000
(2) <715,000> – <281,000> (previous fair value of the aligned forward element)
At hedge inception, both the actual and the aligned forward elements were nil. Whilst IFRS 9 provides guidance when actual and aligned forward elements differ, it does not address a situation in which both forward elements coincide. ABC decided to apply the guidance set for when the actual forward element exceeds the aligned forward element: the amount to be recognised in OCI would be determined only on the basis of the aligned forward element. Any remainder would be recognised in profit or loss. Additionally, because in our case the hedged item was a transaction-related item, the amount accumulated in OCI was reclassified to profit or loss, adjusting the sales figure.
The split of the change in the actual forward element between the amounts recognised in OCI and in profit or loss was calculated as follows:
31-Dec-20X4 | 31-Mar-20X5 | |
Period change in actual forward element | <354,000> | <315,000> |
Period change in aligned forward element | <281,000> | <434,000> |
Amount in OCI | <281,000> | <434,000> (1) |
Amount in profit or loss | <73,000> | 119,000 (2) |
Notes:
(1) Equals the period change in aligned forward element
(2) <315,000> – <434,000>
The required journal entries were as follows.
No entries in the financial statements were required as the fair value of the forward contract was zero.
The period change in the total fair value of the forward contract was a EUR 1,842,000 gain. The change in fair value of the spot element since the last valuation was a EUR 2,196,000 gain. That entire amount was considered effective and recorded in OCI, and as a result there was no ineffective amount. The change in fair value of the forward element resulted in a EUR 281,000 loss recognised in OCI and another EUR 73,000 loss recognised in profit or loss.
The sale agreement was recorded at the EUR–USD spot rate prevailing on the date the sales are recognised (1.2950). Therefore, the sales EUR amount was EUR 77,220,000 (=100 million/1.2950). Because the sold machinery was not yet paid, a receivable was recognised. Suppose that the machinery was valued at EUR 68 million in ABC's statement of financial position, and that ABC recognised the delivery of the machinery.
The period change in the total fair value of the forward contract was a EUR 1,204,000 gain.
The change in fair value of the spot element since the last valuation was a EUR 1,519,000 gain. That entire amount was considered effective and recorded in OCI, and as a result there was no ineffective amount.
The change in fair value of the forward element resulted in a EUR 315,000 loss, split between a EUR 434,000 loss recognised in OCI and a EUR 119,000 gain recognised in profit or loss.
The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950).
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold. The table shows that the forward contract locked in EUR 80 million in overall income.
Cash | Forward contract | Accounts receivable | Reserves in OCI | Profit or loss | |
1-Oct-20X4 | |||||
Forward trade | -0- | -0- | |||
31 Dec-20X4 | |||||
Forward revaluation | 1,842,000 | 2,196,000 | <73,000> | ||
<281,000> | |||||
31-Mar-20X5 | |||||
Forward revaluation | 1,204,000 | 1,519,000 <434,000> |
119,000 | ||
Cash flow hedge reserve reclassification | <3,715,000> | 3,715,000 | |||
Forward element reserve reclassification | 715,000 | <715,000> | |||
Sale recognition | 77,220,000 | 77,220,000 | |||
30-Jun-20X5 | |||||
Forward revaluation | 1,196,000 | 1,196,000 | |||
Forward settlement | 80,000,000 | <4,242,000> | |||
<75,758,000> | |||||
Receivable revaluation | <1,463,000> | <1,463,000> | |||
Receivable settlement | 75,758,000 | <75,758,000> | |||
TOTAL | 80,000,000 | -0- | -0- | -0- | 80,000,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
This alternative increased the amount of the change in fair value of the forward temporarily recognised in OCI (see Figure 5.9), which helped reduce volatility in profit or loss. However, it was substantially more complex from an operational standpoint as the entity was required to keep track of the aligned time values. For such a short transaction, probably it was better just to recognise all the changes in the forward element in profit or loss.
The forward element (i.e., the forward points) of an FX forward represents the expected depreciation of one currency relative to the other currency during a specific period. Forward points result from the interest rate differential between both currencies. Under IFRS 9, the measurement of the hedge effectiveness between the forecasted transaction and the FX forward may be based on either the spot element (i.e., excluding the forward element from the hedging relationship) or the forward contract in its entirety (i.e., including both the spot and the forward element in the hedging relationship). No method is best as both approaches have potential benefits and drawbacks. Whilst under both alternatives the EBT is the same, the effect on EBITDA is dependent on the chosen alternative.
I analyse next the impact of the three previous approaches on EBITDA. In our case, the forward points implied a depreciation of the USD relative to the EUR, a loss that necessarily arose during the life of the forward contract.
Approach 1 | Approach 2 | Approach 3 | |
Sales | 80,257,000 | 80,935,000 | 80,220,000 |
Cost of goods sold | <68,000,000> | <68,000,000> | <68,000,000> |
EBITDA | 12,257,000 | 12,935,000 | 12,220,000 |
Financial income/expenses | <669,000> | ||
Other financial income/expenses | <257,000> | <267,000> | <220,000> |
Earnings before tax | 12,000,000 | 12,000,000 | 12,000,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
Under this approach, the forward in its entirety was designated as the hedging instrument. When the forward element was included in the hedging relationship, the implied USD depreciation (to the extent that it related to the hedged item) was recorded within “sales” in EBITDA. As a result, the sales figure was reduced by the amount related to the USD depreciation implicit in the forward element amount, to the extent that the depreciation related to the hedge item (i.e., the hedge effective part). The amounts recognised in “other financial income and expenses” line outside EBITDA during the hedging relationship duration were those changes in the fair value of the forward element that were unrelated to the hedge item (i.e., the hedge ineffective part).
Under this approach, only the spot element of the forward contract was designated as the hedging instrument. The changes in the forward element were recognised in profit or loss. Because the forward element was excluded from the hedging relationship and the changes in its fair value recognised in profit or loss, the implied USD depreciation during the hedging relationship duration was recorded outside EBITDA, in the “financial income and expenses” line of profit or loss.
In our case (an expected sale) the full exclusion of the forward element improved ABC's sales and EBITDA figures as the implied USD deterioration was kept outside EBITDA. Had the expected transaction been a purchase instead of a sale, the effect would have been the opposite: a lower EBITDA.
When the forward element was excluded from the hedging relationship and the changes in its fair value temporarily recognised in OCI (to the extent that they related to the hedged item), the implied USD depreciation, to the extent that it related to the hedged item, was recorded, during the hedging relationship duration, within EBITDA and any remainder was recognised outside EBITDA (in the “other income and expenses” line of profit or loss). The result was relatively similar to that of the first approach. However, this approach required the computation of the aligned forward element, increasing the operational burden.
What I take from these three approaches is that when the hedging relationship is short, as in our case, approach 3 is unattractive due to its operational complexity. When the appreciation or depreciation of the foreign currency as implied by the forward element is substantial, an entity would need to carefully assess whether to include most of the appreciation/depreciation in the sales figure. This is the case when the currency pair has large interest rate differentials or when the hedging horizon is notably long.
This case covers the treatment of options under IFRS 9 when an option's time value is excluded from the hedging relationship. In this case the cash flow stemming from a highly expected forecast sale and its ensuing receivable denominated in a foreign currency is hedged from a hedge accounting perspective. The hedging contract is a tunnel – a combination of a call and a put.
Suppose that on 1 October 20X4 ABC Corporation, a company whose functional currency was the EUR, was expecting to export finished goods to a US client. The goods were expected to be shipped on 31 March 20X5, and a related sale receivable was expected to be settled on 30 June 20X5. Sale proceeds were expected to be USD 100 million to be billed in USD.
ABC had the view that the USD could appreciate against the EUR and wanted to benefit were its view right. At the same time, ABC wanted protection, in case its view was wrong. As a consequence, on 1 October 20X4 ABC entered into an FX tunnel with the following terms:
USD put/EUR call terms | USD call/EUR put terms | ||
Trade date | 1 October 20X4 | Trade date | 1 October 20X4 |
Option buyer | ABC | Option buyer | XYZ Bank |
Option seller | XYZ Bank | Option seller | ABC |
USD notional | USD 100 million | USD notional | USD 100 million |
Strike | 1.2900 | Strike | 1.2120 |
EUR notional | EUR 77,519,000 | EUR notional | EUR 82,508,000 |
Expiry date | 30 June 20X5 | Expiry date | 30 June 20X5 |
Settlement | Physical delivery | Settlement | Physical delivery |
Premium | EUR 1,400,000 | Premium | EUR 1,400,000 |
Premium payment date | 1 October 20X4 | Premium payment date | 1 October 20X4 |
In the FX options market, the term call (or put) is accompanied by the currency to which it is a call (or put), as discussed in Chapter 4. Additionally, a call on one of the two currencies is a put on the other currency. For example, when referring to a EUR–USD option, a call on the USD automatically implies a put on the EUR. In our case, ABC bought a USD put (or EUR call) with strike 1.2900. The USD put gave ABC the right, but not the obligation, to sell USD 100 million at a rate of 1.2900 on expiry date. This option protected ABC's sale from a depreciating USD above 1.2900. Consequently, ABC would only exercise the USD put if the EUR–USD exchange rate exceeded 1.2900 on expiry date, receiving EUR 77,519,000 in exchange for USD 100 million.
In order to avoid paying a premium, ABC also sold a USD call (or EUR put) with strike 1.2120. The USD call gave XYZ Bank the right to sell EUR 82,508,000 (=USD 100 million/1.2120) in exchange for USD 100 million. Thus, XYZ Bank would only exercise the USD call if the EUR–USD exchange rate was below 1.2120 at expiry.
The combination of both options is commonly referred to as a tunnel in the FX market. The same strategy in the interest rate market would be called a “collar”. Because the premium to be paid for the purchased option equalled the premium to be received for the written (sold) option, this hedging strategy is called a zero-cost tunnel.
The zero-cost tunnel guaranteed ABC that the EUR proceeds stemming from the highly expected sale would be between EUR 77,519,000 and EUR 82,508,000. If the EUR–USD at maturity ended up between 1.2120 and 1.2900, neither option would be exercised and ABC would exchange the USD for EUR in the FX market at the prevailing EUR–USD FX spot rate. Figure 5.10 depicts the amount of EUR that ABC would get in exchange for USD 100 million as a function of the EUR–USD spot rate at expiry. Figure 5.11 shows the profile of the resulting exchange rate at which ABC would exchange USD 100 million, as a function of the EUR–USD spot rate at expiry.
When an option is used in a hedging strategy and hedge accounting is applied, IFRS 9 gives entities two choices:
As a result, ABC designated the tunnel's intrinsic value (i.e., the intrinsic values of both the purchased and sold options) as the hedging instrument, and the highly expected sale and its subsequent receivable as the hedged item in a cash flow hedge of the foreign currency risk stemming from a highly expected forecast sale transaction. The option sold could be designated as part of the hedging instrument because:
When options are involved, it is advisable, to the extent that it is feasible, to match both the end of the hedging relationship and the hedging instrument. Otherwise, important ineffectiveness may be present due to the mismatches between the actual and aligned time values. An actual time value is the time value of the option (or option combination) entered into. An aligned time value is the time value of an option (or option combination) that would replicate the hedged item.
Therefore, in our case, the hedging relationship would end on 30 June 20X5, when the FX tunnel expired (see Figure 5.12). Changes in actual time value of the tunnel, to the extent that they related to the hedged item, were recorded in the time value reserve of OCI.
On 31 March 20X5, the hedged cash flow (i.e., the sale) was recognised in ABC's profit or loss and, simultaneously, the amount previously recorded in OCI was reclassified to profit or loss. Also on 31 March 20X5 a receivable denominated in USD was recognised in ABC's statement of financial position.
During the period from 31 March 20X5 until 30 June 20X5, in theory there was no need to have a hedging relationship in place because there would be already an offset between FX gains and losses on the revaluation of the USD accounts receivable and revaluation gains and losses on the tunnel. During that period ABC could implement two approaches:
At inception of the hedging relationship, ABC documented the hedging relationship as follows:
Hedging relationship documentation | |
Risk management objective and strategy for undertaking the hedge | The objective of the hedge is to protect the EUR value of the cash flow stemming from a USD 100 million highly expected sale of finished goods against unfavourable movements in the EUR–USD exchange rate beyond 1.2900 In return for this protection, the EUR value of the cash flow related to the highly expected sale will not benefit from favourable movements in the EUR–USD exchange rate below 1.2120. This hedging objective is consistent with the entity's overall FX risk management strategy of reducing the variability of its profit or loss statement caused by purchases and sales denominated in foreign currency, using forwards and options. The designated risk being hedged is the risk of changes in the EUR fair value of the cash flows stemming from a highly expected sale |
Type of hedge | Cash flow hedge |
Hedged item | The cash flow stemming from a USD 100 million highly expected forecast sale of finished goods and its subsequent receivable, expected to be settled on 30 June 20X5. This sale is highly probable as (i) the negotiations are at an advanced stage and (ii) similar transactions have occurred in the past with the potential buyer, for sales of a similar size |
Hedging instrument | The intrinsic value of the EUR–USD FX tunnel contract with reference numbers 017655 and 017656. The main terms of the tunnel are USD 100 million notional, expiry date on 30 June 20X5, a 1.2900 strike of the bought USD put and a 1.2120 strike of the sold USD call. The counterparty to the tunnel is XYZ Bank and the credit risk associated with this counterparty is considered to be very low. For the avoidance of doubt, the time value element of the tunnel contract is excluded from the hedging relationship |
Hedge effectiveness assessment | See below |
Hedge effectiveness will be assessed by comparing changes in the fair value of the hedging instrument to changes in the fair value of a hypothetical derivative. Intrinsic values will be measured, comparing the spot exchange rate and the strike price. Effectiveness will be assessed only during those periods in which there is a change in intrinsic value.
The terms of the hypothetical derivative – a EUR–USD tunnel for maturity 30 June 20X5 with nil fair value at the start of the hedging relationship – reflected the terms of the hedged item. The terms of the hypothetical derivative were as follows:
Hypothetical derivative terms | |||
USD put/EUR call terms | USD call/EUR put terms | ||
Trade date | 1 October 20X4 | Trade date | 1 October 20X4 |
Option buyer | ABC | Option buyer | Credit risk-free counterparty |
Option seller | Credit risk-free counterparty | Option seller | ABC |
USD notional | USD 100 million | USD notional | USD 100 million |
Strike | 1.2900 | Strike | 1.2150 (*) |
EUR notional | EUR 77,519,000 | EUR notional | EUR 82,305,000 |
Expiry date | 30 June 20X5 | Expiry date | 30 June 20X5 |
Up-front premium | EUR 1,450,000 | Up-front premium | EUR 1,450,000 |
(*) The USD call strike rate of the hypothetical derivative (1.2150) was different from that of the hedging instrument (1.2120) due to the absence of CVA in the hypothetical derivative (the counterparty to the hypothetical derivative is assumed to be credit risk-free).
Changes in the fair value of the hedging instrument (i.e., the tunnel's intrinsic value) will be recognised as follows:
The change in time value of the tunnel (i.e., the “actual time value”) will be excluded from the hedging relationship. Due to the absence of actual time value at the beginning and end of the hedging relationship, the changes in actual time value will be recognised temporarily in the time value reserve of OCI. No reclassification from OCI to profit or loss will be carried out during the term of the hedging relationship as the carrying value of the time value reserve in OCI is expected to be nil at the end of the hedging relationship.
Hedge effectiveness will be assessed prospectively at the hedging relationship inception, on an ongoing basis at each reporting date and upon occurrence of a significant change in the circumstances affecting the hedge effectiveness requirements.
The hedging relationship will qualify for hedge accounting only if all the following criteria are met:
The hedging relationship will be considered effective if the following three requirements are met:
Whether there is an economic relationship between the hedged item and the hedging instrument will be assessed on a qualitative basis. The assessment will be complemented by a quantitative assessment using the scenario analysis method for two scenarios in which the EUR–USD FX rate at the end of the hedging relationship (30 June 20X5) will be simulated by shifting the EUR–USD spot rate prevailing on the assessment date by +10% and by –10%, and the change in fair value (i.e., the change in intrinsic values) of both the hypothetical derivative and the hedging instrument compared.
Hedge effectiveness was assessed on 1 October 20X4, at the start of the hedging relationship. The entity concluded that the hedging relationship was considered effective as the following three requirements were met:
Due to the fact that the terms of the hedging instrument and those of the expected cash flow closely matched and the low credit risk exposure to the counterparty to the tunnel, it was concluded that the hedging instrument and the hedged item had values that would generally move in opposite directions. This conclusion was supported by a quantitative assessment. This assessment consisted of two scenario analyses performed as follows.
Firstly, a (1.3585) EUR–USD spot rate at the end of the hedging relationship (i.e., 30 June 20X5) was assumed by shifting the EUR–USD spot rate prevailing on the assessment date (1.2350) by +10%. The fair value of the hedging instrument was calculated taking only the USD put intrinsic value (the USD call had no intrinsic value). As shown in the table below, the change in fair value of the hedged item was expected to largely be offset by the change in fair value of the hedging instrument, corroborating that both elements had values that would generally move in opposite directions.
Scenario analysis assessment | ||
Hedging instrument (USD put) | Hypothetical derivative (USD put) | |
Initial spot rate | 1.2350 | 1.2350 |
Strike rate | 1.2900 | 1.2900 |
Initial intrinsic value in EUR | Nil | Nil |
Nominal USD | 100,000,000 | 100,000,000 |
Final spot rate | 1.3585 (1) | 1.3585 |
Final intrinsic value | 3,909,000 (2) | 3,909,000 |
Change in intrinsic value | 3,909,000 (3) | 3,909,000 |
Degree of offset | 100% |
Notes:
(1) Assumed spot rate on 30 June 20X5 (hedging relationship end date)
(2) 3,909,000 = max[ 100,000,000/1.2900 – 100,000,000/1.3585 , 0]
(3) 3,909,000 = Final intrinsic value – Initial intrinsic value = 3,909,000 – Nil
Secondly, a (1.1115) EUR–USD spot rate at the end of the hedging relationship (i.e., 30 June 20X5) was established by shifting the EUR–USD spot rate prevailing on the assessment date (1.2350) by –10%. The fair value of the hedging instrument was calculated taking only the USD call intrinsic value (the USD put had no intrinsic value). As shown in the table below, the change in fair value of the hedged item was expected to be largely offset by the change in fair value of the hedging instrument, corroborating that both elements had values that would generally move in opposite directions.
Scenario analysis assessment | ||
Hedging instrument (USD call) | Hypothetical derivative (USD call) | |
Initial spot rate | 1.2350 | 1.2350 |
Strike rate | 1.2120 | 1.2150 |
Initial intrinsic value in EUR | Nil | Nil |
Nominal USD | 100,000,000 | 100,000,000 |
Final spot rate | 1.1115 (1) | 1.1115 |
Final intrinsic value | <7,460,000> (2) | <7,664,000> (3) |
Change in intrinsic value | <7,460,000> (4) | <7,664,000> |
Degree of offset | 97.3% (5) |
Notes:
(1) Assumed spot rate on 30 June 20X5 (hedging relationship end date)
(2) <7,460,000> = – max[100,000,000/1.1115 – 100,000,000/1.2120 , Zero]
(3) <7,664,000> = – max[100,000,000/1.1115 – 100,000,000/1.2150 , Zero]
(4) <7,460,000> = Final intrinsic value – Initial intrinsic value = <7,460,000> – Nil
(5) <7,460,000>/<7,664,000>
The hedge ratio was established at 1:1, resulting from the USD 100 million of hedged item that the entity actually hedged and the USD 100 million of the hedging instrument that the entity actually used to hedge that quantity of hedged item.
Another hedge assessment was performed on 31 December 20X4 (reporting date). This assessment was very similar to the one performed at inception and has been omitted to avoid unnecessary repetition. Additionally, the hedge ratio was assumed to be 1:1 on that assessment date.
The actual spot exchange rates and discount factors prevailing at the relevant dates were as follows:
Date | Spot rate at indicated date | Discount factor for 30-Jun-20X5 |
1-Oct-20X4 | 1.2350 | 0.9804 |
31-Dec-20X4 | 1.2700 | 0.9839 |
31-Mar-20X5 | 1.2950 | 0.9901 |
30-Jun-20X5 | 1.3200 | 1.0000 |
The fair value of the tunnel was calculated using the Black–Scholes model and incorporating CVA/DVA. The intrinsic value was calculated using the spot rates. The time value of the tunnel was calculated as follows:
The following table details the calculation of the changes in the tunnel intrinsic and time values. The time value of the instrument entered into is also referred to as the actual time value. It is worth noting that although the tunnel had no time value at the beginning and end of its life, its time value change showed a remarkable volatility.
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
USD Put fair value | 1,400,000 | 1,580,000 | 1,584,000 | 1,761,000 (1) |
USD Call fair value | <1,400,000> | <490,000> | <89,000> | -0- (2) |
Tunnel total fair value | -0- | 1,090,000 | 1,495,000 | 1,761,000 (3) |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
USD put strike | /1.2900 | /1.2900 | /1.2900 | /1.2900 |
EUR amount at USD put strike | 77,519,000 | 77,519,000 | 77,519,000 | 77,519,000 (4) |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Spot rate | /1.2350 | /1.2700 | /1.2950 | /1.3200 |
EUR amount at spot | 80,972,000 | 78,740,000 | 77,220,000 | 75,758,000 (5) |
USD put undisc. intrinsic value | -0- | -0- | 299,000 | 1,761,000 (6) |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
USD put intrinsic value (credit risk-free) | -0- | -0- | 296,000 | 1,761,000 |
CVA | — | -0- | <15,000> | -0- |
USD put intrinsic value | -0- | -0- | 281,000 | 1,761,000 (7) |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
USD call strike | /1.2120 | /1.2120 | /1.2120 | /1.2120 |
EUR amount at USD call strike | 82,508,000 | 82,508,000 | 82,508,000 | 82,508,000 (8) |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Spot rate | /1.2350 | /1.2700 | /1.2950 | /1.3200 |
EUR amount at spot | 80,972,000 | 78,740,000 | 77,220,000 | 75,758,000 (9) |
USD call undisc. intrinsic value | -0- | -0- | -0- | -0- (10) |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
USD call intrinsic value (credit risk-free) | -0- | -0- | -0- | -0- |
CVA | — | -0- | -0- | -0- |
USD call intrinsic value | -0- | -0- | -0- | -0- (11) |
Tunnel intrinsic value | -0- | -0- | 281,000 | 1,761,000 (12) |
Tunnel total fair value | -0- | 1,090,000 | 1,495,000 | 1,761,000 |
Tunnel intrinsic value | -0- | -0- | 281,000 | 1,761,000 |
Tunnel time value | -0- | 1,090,000 | 1,214,000 | -0- |
Tunnel total fair value change | — | 1,090,000 | 405, 000 | 266,000 (13) |
Tunnel intrinsic value change | — | -0- | 281,000 | 1,480,000 (14) |
Tunnel time value change | — | 1,090,000 | 124,000 | <1,214,000> (15) |
Notes:
(1) Calculated using the Black–Scholes model and incorporating CVA/DVA
(2) Calculated using the Black–Scholes model and incorporating CVA/DVA
(3) 1,761,000 = (1) + (2) = 1,761,000 + Nil
(4) 77,519,000 = 100,000,000/1.2900
(5) 75,758,000 = 100,000,000/1.3200
(6) 1,761,000 = max(77,519,000 – 75,758,000; 0)
(7) 1,761,000 = 1,761,000 × 1.0000+ Nil =(6) × Discount factor – CVA
(8) 82,508,000 = 100,000,000/1.2120
(9) 75,758,000 = 100,000,000/1.3200
(10) Nil = – max(75,758,000 – 82,508,000; 0)
(11) Nil = Nil × 1.0000 + Nil = (10) × Discount factor – CVA
(12) 1,761,000 = 1,761,000 + Nil = (7) + (11)
(13) 266,000 = 1,761,000 – 1,495,000
(14) 1,480,000 = 1,761,000 – 281,000
(15) <1,214,000> = Nil – 1,214,000
The following table shows the change in fair value of the hypothetical derivative. Remember that a hypothetical derivative has no time value, so only the change in its intrinsic value was needed to determine the hedge's effective and ineffective parts.
Hypothetical derivative fair valuation | ||||
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
USD put strike | /1.2900 | /1.2900 | /1.2900 | /1.2900 |
EUR amount at USD put strike | 77,519,000 | 77,519,000 | 77,519,000 | 77,519,000 |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Spot rate | /1.2350 | /1.2700 | /1.2950 | /1.3200 |
EUR amount at spot | 80,972,000 | 78,740,000 | 77,220,000 | 75,758,000 |
USD put undisc. intrinsic value | -0- | -0- | 299,000 | 1,761,000 |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
USD put intrinsic value | -0- | -0- | 296,000 | 1,761,000 |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
USD call strike | /1.2120 | /1.2120 | /1.2120 | /1.2120 |
EUR amount at USD call strike | 82,508,000 | 82,508,000 | 82,508,000 | 82,508,000 |
Expected cash flow in USD | 100,000,000 | 100,000,000 | 100,000,000 | 100,000,000 |
Spot rate | /1.2350 | /1.2700 | /1.2950 | /1.3200 |
EUR amount at spot | 80,972,000 | 78,740,000 | 77,220,000 | 75,758,000 |
USD call undisc. intrinsic value | -0- | -0- | -0- | -0- |
Discount factor | × 0.9804 | × 0.9839 | × 0.9901 | × 1.0000 |
USD call intrinsic value | -0- | -0- | -0- | -0- |
Total intrinsic value | -0- | -0- | 296,000 | 1,761,000 |
Hypothetical derivative (intrinsic) value change (cumulative) | — | -0- | 296,000 | 1,761,000 |
The effective and ineffective amounts of the change in fair value of the hedging instrument (i.e., the change in intrinsic value of the tunnel) were calculated, comparing such change with the change in fair value of the hypothetical derivative (remember that the hypothetical derivative had only intrinsic value) since hedge inception and taking into account the previously recorded effective amounts, as follows:
31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
Cumulative change in fair value of hedging instrument | -0- | 281,000 | 1,761,000 |
Cumulative change in fair value of hypothetical derivative | -0- | 296,000 | 1,761,000 |
Lower amount | -0- | 281,000 (1) | 1,761,000 (2) |
Previous cumulative effective amount | -0- | -0- | 281,000 (3) |
Available amount | -0- | 281,000 | 1,480,000 (4) |
Period change in fair value of hedging instrument | -0- | 281,000 | 1,480,000 (5) |
Effective part | -0- | 281,000 | 1,480,000 (6) |
Ineffective part | -0- | -0- | -0- (7) |
Notes:
(1) 281,000 = Lower of 281,000 and 296,000
(2) 1,761,000 = Lower of 1,761,000 and 1,761,000
(3) 281,000 = The sum of all prior effective amounts = Nil + 281,000
(4) 1,480,000 = 1,761,000 – 281,000 = (2) – (3)
(5) Change in the fair value of the hedging instrument (i.e., the tunnel's intrinsic value change) since the last fair valuation
(6) Lower of 1,480,000 (available amount) and 1,480,000 (period change in fair value of hedging instrument) = Lower of (4) and (5)
(7) Nil = 1,480,000 (period change in fair value of hedging instrument) – 1,480,000 (effective part)
Under IFRS 9 the cumulative change in fair value of the time value component of an option from the date of designation of the hedging instrument is temporarily accumulated in OCI to the extent that it relates to the hedged item.
In our case, due to the absence of actual time value at the beginning (1 October 20X4) and the end (30 June 20X5) of the hedging relationship, changes in actual time value were recognised temporarily in the time value reserve of OCI, as shown in the table below. No reclassification to profit or loss was carried out during the term of the hedging relationship as the carrying value of the time value reserve in OCI was expected to be nil at the end of the hedging relationship.
Amounts to be recognised in the time value reserve of OCI (in EUR) | ||||
1-Oct-20X4 | 31-Dec-20X4 | 31-Mar-20X5 | 30-Jun-20X5 | |
New entry in reserve | — | 1,090,000 | 124,000 | <1,214,000> |
Reserve carrying value | — | 1,090,000 | 1,214,000 | -0- |
Of note is that the carrying value of the time value reserve when the sale was recognised in profit or loss (i.e., on 31 March 20X5) was not nil (i.e., EUR 1,214,000) as the tunnel was still alive. ABC decided that no reclassification to profit or loss was needed at that moment due to the reserve's expected convergence to nil at the end of the hedging relationship, a decision consistent with the fact that the entity paid no overall up-front premium for the protection.
An interesting situation may arise when a change in circumstances causes the hedging relationship to end prior to the maturity of the tunnel. Imagine for example that, after the tunnel was traded, the negotiations were accelerated and, as a result, the sale and the receivable were expected to occur sooner than initially anticipated. In this scenario, the hedging relationship would be shortened, causing the tunnel to last beyond the end of the hedging relationship. As a result, it is likely that the time value of the tunnel at the end of the hedging relationship would not be nil. Whilst IFRS 9 requires the changes in actual time value to be recorded in OCI to the extent that they relate to the hedged item, it does not provide guidance on how to proceed in such a particular situation. Furthermore, at the time of writing, the auditing community has not opined on how to treat such situations. In the meantime, it would be reasonable to maintain the original policy of recognising in OCI any changes in the actual time value and to reclassify to profit or loss any amount remaining in OCI at the end of the hedging relationship.
The required journal entries were as follows.
No on-balance-sheet entries in the financial statements were required as the fair value of the tunnel was zero.
The change in fair value of the tunnel since the last valuation was a gain of EUR 1,090,000. This gain was solely due to the tunnel's change in time value, which was recognised in OCI:
The sale agreement was recorded at the spot rate prevailing on that date (1.2950). Therefore, the EUR equivalent of the sale amount was EUR 77,220,000 (=100 million/1.2950). Because the machinery sold was not yet paid, a receivable was recognised. Suppose that the machinery was valued at EUR 68 million in ABC's statement of financial position.
The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950).
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold.
Cash | Tunnel contract | Accounts receivable | Cash flow hedge reserve | Time value reserve | Profit or loss | |
1-Oct-20X4 | ||||||
Tunnel trade | 0 | 0 | ||||
31 Dec-20X4 | ||||||
Tunnel revaluation | 1,090,000 | 1,090,000 | ||||
31-Mar-20X5 | ||||||
Sale recognition | 77,220,000 | 77,220,000 | ||||
Tunnel revaluation | 405,000 | 281,000 | 124,000 | |||
Reserve reclassification | <281,000> | 281,000 | ||||
30-Jun-20X5 | ||||||
Tunnel revaluation | 266,000 | 1,480,000 | <1,214,000> | |||
Receivable revaluation | <1,463,000> | <1,463,000> | ||||
Reserve reclassification | <1,480,000> | 1,480,000 | ||||
Tunnel and receivable settlement | 77,519,000 | <1,761,000> | <75,758,000> | |||
TOTAL | 77,519,000 | -0- | -0- | -0- | -0- | 77,519,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
In our previous approach, on 30 June 20X5 an additional calculation/recognition of effective and ineffective parts and the subsequent reclassification of the effective part into profit or loss were required, besides an additional calculation of the changes in actual time value. An alternative to avoid such administrative complexity was to discontinue the hedging relationship on 31 March 20X5 by changing the hedge's risk management objective on that date. Whilst under IFRS 9 voluntary discontinuation of a hedging relationship is not permitted, discontinuation is required when a hedging relationship does not meet its risk management objective. By changing the risk management objective an entity may provoke a mandatory discontinuation of the hedging relationship. In my view, this solution may be challenged by auditors, especially when a pattern of changing risk management objectives has been implemented solely to overcome the restrictions of IFRS 9. However, as happened with IAS 39 (the previous hedge accounting standard), over time the auditing community comes to accept practices that at the beginning of the implementation of a standard may seem questionable. I will cover this approach next.
On 31 March 20X5, following the recognition of the receivable, suppose that ABC updated the hedge documentation as follows: “The risk management of the EUR–USD foreign exchange risk stemming from the accounts receivable will no longer be managed under this hedging relationship, but instead in conjunction with the EUR–USD foreign exchange risk stemming from the FX tunnel as there is a natural offset in profit or loss of both risks when the tunnel is in-the-money. As a result of this change in the risk management objective, the hedging relationship is discontinued from 31 March 20X5.”
The accounting entries up to, and including, 31 March 20X5 were identical to those of the previous example, and have therefore been omitted to avoid unnecessary repetition.
Originally, the hedging relationship was expected to last until 30 June 20X5 when the carrying value of such reserve was expected to be nil due to the absence of the tunnel's time value at its expiry on that date. The discontinuation of the hedging relationship on 31 March 20X5 caused an “unexpected” situation: a carrying value of the time value reserve amounting to EUR 1,214,000 at the end of the hedging relationship. To clear the situation, ABC decided to reclassify EUR 1,214,000 from the time value reserve into profit or loss.
The following accounting entries were made on 30 June 20X5. The receivable was revalued at the spot rate prevailing on this date, showing a loss of EUR 1,463,000 (=100 million/1.3200 – 100 million/1.2950):
The change in the fair value of the tunnel since the last valuation was a gain of EUR 266,000, recorded in profit or loss as the derivative was undesignated.
ABC received USD 100 million from the client. Simultaneously, the tunnel expired and ABC exercised the USD put, exchanging the USD 100 million for EUR 77,519,000.
The following table gives a summary of the accounting entries, excluding the entries related to the cost of goods sold:
Cash | Tunnel contract | Accounts receivable | Cash flow hedge reserve | Time value reserve | Profit or loss | |
1-Oct-20X4 | ||||||
Tunnel trade | 0 | 0 | ||||
31 Dec-20X4 | ||||||
Tunnel revaluation | 1,090,000 | 1,090,000 | ||||
31-Mar-20X5 | ||||||
Tunnel revaluation | 405,000 | 281,000 | 124,000 | |||
Reserve reclassification | <281,000> | 281,000 | ||||
Sale recognition | 77,220,000 | 77,220,000 | ||||
Reserve reclassification | <1,214,000> | 1,214,000 | ||||
30-Jun-20X5 | ||||||
Tunnel revaluation | 266,000 | 266,000 | ||||
Receivable revaluation | <1,463,000> | <1,463,000> | ||||
Tunnel and receivable settlement | 77,519,000 | <1,761,000> | <75,758,000> | |||
TOTAL | 77,519,000 | -0- | -0- | -0- | -0- | 77,519,000 |
Note: Total figures may not match the sum of their corresponding components due to rounding.
The obligation to account for the time value of an option based on the aligned time value notably reduced the volatility in profit or loss, but operational complexity was significantly increased. In my view, IFRS 9 should allow entities to choose, when an option time value is excluded from the hedging relationship, between this approach and an alternative involving recognising all changes in an option time value in profit or loss. This choice is available in the case of forward elements of forward contracts and of basis elements of cross-currency swaps. Other approaches available to ABC would not work appropriately: