May

28

Accounting for basic bank loans with arrangement fees under FRS 102

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A common question asked by practitioners is how to treat transaction costs that arise when a client takes out a bank loan.

FRS 102 The Financial Reporting Standard applicable in the UK and Republic of Ireland deals with financial instruments in Section 11 Basic Financial Instruments. It is fair to say that Section 11 is a complex section to understand and some of the terminology used in the section can be difficult to interpret.

In developing FRS 102, Section 11, the Financial Reporting Council (FRC) have included various examples to aid clarity, and the examples are very useful.

The term ‘transaction costs (financial instruments)’ is defined in the Glossary to FRS 102 as:

Incremental costs that are directly attributable to the acquisition, issue or disposal of a financial asset or financial liability, or the issue or reacquisition of an entity’s own equity instrument. An incremental cost is one that would not have been incurred if the entity had not acquired, issued or disposed of the financial asset or financial liability, or had not issued or reacquired its own equity instrument.

In terms of initial recognition of a financial asset or a financial liability, FRS 102, para 11.12 states that an entity recognises such an instrument only when the entity becomes a party to the contractual provisions of the instrument.

Initial measurement of a loan

FRS 102, para 11.13 deals with initial measurement of a loan. This paragraph states:

When a financial asset or financial liability is recognised initially, an entity shall measure it at the transaction price (adjusted for transaction costs except in the initial measurement of financial assets and liabilities that are subsequently measured at fair value through profit or loss) unless the arrangement constitutes, in effect, a financing transaction. An arrangement constitutes a financing transaction if payment is deferred beyond normal business terms or is financed at a rate of interest that is not a market rate, for example, providing interest-free credit to a buyer for the sale of goods or an interest-free or below market interest rate loan made to an employee. Except as set out in paragraph 11.13A, if the arrangement constitutes a financing transaction, the entity shall measure the financial asset or financial liability at the present value of the future payments discounted at a market rate of interest for a similar debt instrument as determined at initial recognition adjusted for transaction costs.

At initial recognition, the loan will be measured at fair value which will usually be the transaction price.

Hence, for a basic bank loan measured at amortised cost under FRS 102, Section 11, the liability is initially recognised net of transaction costs. This is further elaborated upon in the examples contained within FRS 102, para 11.13, one of which states:

For a loan received from a bank at a market rate of interest, a payable is recognised initially at the amount of the cash received from the bank less separately incurred transaction costs.

Some practitioners recognise loan arrangement fees, for example, in profit or loss as they have arisen. Other practitioners recognise such fees in prepayments and release them to profit or loss over the life of the loan. These treatments are inconsistent with the requirements of FRS 102.  The loan arrangement fees should be included in the loan amount initially recognised and this balance is then accounted for under the amortised cost method which uses an effective interest rate.

Example – Initial recognition and subsequent measurement of a loan

An entity takes out a five-year bank loan of £750,000. The bank charges a 1.25% loan arrangement fee which is non-refundable and is payable on inception of the loan.

The loan is initially recorded as follows:

Dr Bank £740,625
Cr Loan payable £740,625
Being initial recognition of loan, net of transaction costs

The loan is then subsequently measured using the amortised cost method, which uses the effective interest rate. In this example, the effective interest rate has been calculated at 3.71% using the Goal Seek function in Microsoft Excel. For simplicity, the repayments in the table below have been annualised.

Year Opening balance Cash flow Interest at EIR Closing balance

£

£

£

£

1

740,625

(165,000)

27,459

603,084

2

603,084

(165,000)

22,360

460,444

3

460,444

(165,000)

17,071

312,515

4

312,515

(165,000)

11,587

159,101

5

159,101

(165,000)

5,899

0

In year 1, the journals to record the loan are:

£

Dr Loan payable

165,000

Cr Bank

165,000

Being loan repayments made in the year
Dr Interest expense

27,459

Cr Loan payable

27,459

Interest calculated at the effective interest rate

The loan is then split between the portion falling due within one year of £142,640 (£603,084 – £460,444) and the portion falling due after more than one year of £460,444 to comply with the statutory formats of the balance sheet.

 

If we assume that the preparer has debited the loan arrangement fee to the profit and loss account, i.e.:

£

Dr Bank

740,625

Dr P&L

9,375

Cr Loan

750,000

The interest charges to profit and loss will be affected because the effective interest rate will essentially be lower (i.e. the effective interest rate will be 3.26% rather than 3.71%) as can be seen in the following table:

Year

Opening balance

Cash flow Interest at EIR

Closing balance

£

£ £

£

1

750,000

(165,000) 24,476

609,476

2

609,476

(165,000) 19,890

464,366

3

464,366

(165,000) 15,155

314,521

4

314,521

(165,000) 10,264

159,785

5

159,785

(165,000) 5,215

0

This will also mean that the loan has not been accounted for in accordance with FRS 102, Section 11.

Effective interest rate

A quick way of proving the effective interest could be to use the Internal Rate of Return function in Excel. Using the figures in the correct example above, this is how you would do it:

 

 

 

 

 

 

 

 

 

The formula to use in cell B7 would be =IRR(A1:A6). Make sure you have cell B7 formatted to be a percentage.

Amortised cost method in Excel

Alternatively, (and probably more easier) is to use the Goal Seek function in Microsoft Excel to deal with the loan. This is done by profiling the loan as follows:

 

 

 

 

 

 

For clarity, the formulas used in the above are as follows:

 

 

 

 

Hence, cell C2 will be used to calculate the effective interest rate.

To use the Goal Seek function in Excel, go to the Data tab, select ‘What-if Analysis’ and then Goal Seek. A box will appear and you will enter the following information:

 

 

 

 

 

 

 

When you click ‘OK’, Excel automatically calculates the effective interest rate for you as follows:

 

 

 

 

 

 

Conclusion

For most basic bank loans which incur arrangement fees, the amortised cost method will apply and hence the arrangement fee is taken directly to the loan account on initial recognition and not to profit or loss or prepayments. The arrangement fee is then recognised in profit or loss over the life of the loan. The exception to this rule would be where the loan is being measured at fair value through profit or loss as the fee would be expensed immediately because the payment does not result in any future economic benefit.

 

Category: Accounting and standards, Audit

About the Author ()

Steve Collings FCCA is a director at Leavitt Walmsley Associates Ltd and the author of over 30 books on the subjects of financial reporting and auditing, including 'IFRS For Dummies' and 'Financial Accounting For Dummies'. More about Steve's publications can be found by clicking on the 'Published Work' tab on the homepage. Steve is also a regular contributor of articles for www.accountingweb.co.uk, the UK's largest resource for professional accountants on a free subscription basis. Steve is trained in both UK and Ireland accounting standards and International Financial Reporting Standards and has lectured overseas on these subjects in the Caribbean and Singapore. Steve works closely with various professional bodies developing technical material, including Technical Factsheets and online courses. He has also served on the UK GAAP Technical Advisory Group at the Financial Reporting Council and works with the country's leading publishers in producing material on the subjects of accounting and auditing (both UK and International). Steve was named 'Accounting Technician of the Year' at the British Accountancy Awards and won 'Outstanding Contribution to the Accountancy Profession' by the Association of International Accountants. Follow Steve on X (Twitter) - @stecollings

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