Start the schedule with the supported initial carrying amount
For a financial liability measured at amortised cost, eligible transaction costs and integral origination fees affect the initial carrying amount and are recognised through the effective-interest calculation. The contractual coupon is not necessarily the finance-cost rate. A processing fee cannot be classified correctly merely by spreading it evenly over the loan term.
Scope and paragraph references
This article models plain fixed-rate borrowings under Ind AS 109 in ICAI’s 2025-26 compendium for FY 2025-26. Paragraph 5.1.1 addresses initial fair value and directly attributable transaction costs; paragraph 4.2.1 addresses subsequent liability measurement. Appendix A defines amortised cost, the effective interest method and rate. Paragraphs B5.4.2–B5.4.4 discuss integral fees and their amortisation, while B5.4.8 distinguishes transaction costs from internal administrative and other excluded costs. The sources were checked on 22 October 2026; the period-specific scope avoids treating a historical schedule as a comprehensive guide to later amendments.
Assume in the amortised-cost cases that the borrowing is initially at market terms, proceeds before fees equal fair value, the liability qualifies for amortised-cost measurement, and there are no modifications, embedded derivatives, foreign-exchange effects or payment timing irregularities. Borrowing-cost capitalisation under Ind AS 23 and tax deductibility are separate assessments. Do not apply a liability schedule directly as a lender’s impairment or asset-classification working.
Classify costs before solving the rate
Identify costs that are incremental and directly attributable to issuing the instrument, together with fees that are integral to its effective interest rate. Keep evidence of what the bank, adviser or other party actually supplied. General internal administration is not converted into transaction cost simply because it occurred during loan negotiations. Distinguish a fee for a separate service from an integral origination fee. At initial recognition of a liability at amortised cost, qualifying issue costs generally reduce the liability’s carrying amount from its fair value; subsequent effective interest unwinds that difference.
The classification of the instrument comes first. The paragraph 5.1.1 transaction-cost adjustment applies to instruments outside fair value through profit or loss. Do not attach the same amortised-fee schedule to an FVTPL liability without analysing its different measurement. Discount or premium also enters the effective-interest analysis; it is not an incremental transaction cost merely because it affects the rate.
Solve cash flows and roll the liability forward
Build a cash-flow timeline from actual disbursement to contractual interest, instalments and final redemption. The effective interest rate is the rate that discounts those future payments to the supported initial carrying amount under the standard’s definitions. For an equal annual timeline, solve: initial carrying amount = sum of payment in year t / (1 + rate) raised to t. Use dated cash flows and an appropriate calculation convention when the intervals are irregular.
For each period, closing amortised cost = opening amortised cost + effective-interest expense − cash paid against the liability. Where the cash payment is only a coupon, the difference between finance cost and coupon normally changes the carrying amount. For a principal-and-interest instalment, subtract the entire instalment, rather than the interest part twice. Keep unrounded calculation precision and round only displayed or posted amounts consistently.
Use maturity and control-account checks
The carrying amount immediately before final settlement should equal the payment then due under the simplified unchanged cash flows. Cumulative effective-interest expense should reconcile to total payments less initial carrying amount. This is a stronger check than testing whether the displayed percentage looks plausible. A bank statement may show the contractual principal even when the financial statements show an amortised-cost liability net of unamortised fees.
A new fee, prepayment, floating-rate reset or renegotiation is a trigger to reassess the relevant contractual and accounting requirements. Do not force an amended arrangement through the old schedule merely to make the closing balance agree. Nor does an amortised-cost balance decide current/non-current classification or Schedule III disclosures by itself. Use the repayment terms, applicable presentation requirements and supporting maturity analysis.
Worked illustrations
The following cases use fictional figures and stated assumptions. Amounts are Indian rupees unless a different unit is expressly shown. They illustrate preparation controls and do not represent real client results.
Illustrative example 1: a one-year fee increases the effective rate
A market-rate loan has face principal ₹10,00,000, a ₹20,000 integral origination fee paid at inception and a single payment of ₹11,00,000 one year later, including contractual interest. Initial amortised cost is ₹9,80,000. The effective annual rate is ₹11,00,000/₹9,80,000 − 1 = 12.24489796%. Finance cost is ₹1,20,000: contractual interest ₹1,00,000 plus ₹20,000 fee unwinding.
Illustrative example 2: a two-year single-redemption instrument
Assume initial amortised cost ₹9,80,000 and one payment ₹12,10,000 exactly two years later, with no intervening coupon. The annual effective rate is the square root of ₹12,10,000/₹9,80,000 minus one, or 11.11677990%. Year-one expense is ₹1,08,944.44 and closing carrying amount ₹10,88,944.44. Year-two expense is ₹1,21,055.56, bringing the liability to ₹12,10,000 before settlement. Total expense is ₹2,30,000, not equal annual charges of ₹1,15,000.
Illustrative example 3: annual coupons with a three-year bullet
Face principal is ₹10,00,000 with ₹1,00,000 coupons at each year-end, redemption with the third coupon, and ₹20,000 eligible inception fees. Initial carrying amount is ₹9,80,000. Solving payments ₹1,00,000, ₹1,00,000 and ₹11,00,000 gives EIR 10.81580553%. Using unrounded calculations, year-one expense is ₹1,05,994.89 and closing liability ₹9,85,994.89; year-two expense ₹1,06,643.29 and closing ₹9,92,638.18; year-three expense ₹1,07,361.82, followed by ₹11,00,000 settlement. Total expense ₹3,20,000 reconciles three coupons plus fees.
Illustrative example 4: exclude internal administration from issue costs
A ₹10,00,000 market-terms borrowing incurs a ₹15,000 integral bank origination fee, ₹5,000 incremental legal issue cost and ₹8,000 internal general administration. Assume the first two meet the relevant criteria and the last is a period expense. Eligible costs total ₹20,000; initial liability is ₹9,80,000, not ₹9,72,000. Total cash costs are ₹28,000, split between ₹20,000 in the EIR calculation and ₹8,000 expense under the stated facts.
Illustrative example 5: a principal-and-interest instalment
Assume initial amortised cost ₹10,00,000 and two annual instalments of ₹6,00,000, with no other cash flows. Solving ₹10,00,000 = ₹6,00,000/(1+r) + ₹6,00,000/(1+r)² gives 13.06623863%. Year-one interest is ₹1,30,662.39 and the carrying amount after the first ₹6,00,000 payment is ₹5,30,662.39. Year-two interest is ₹69,337.61; the second payment clears the liability. Total expense ₹2,00,000 equals ₹12,00,000 total payments less ₹10,00,000 initial carrying amount.
Illustrative example 6: the FVTPL scope changes the inception result
Assume an instrument is correctly classified as a financial liability at fair value through profit or loss, its initial fair value is ₹10,00,000, and ₹20,000 transaction costs are paid. Paragraph 5.1.1 does not apply the non-FVTPL transaction-cost adjustment: the liability starts at fair value ₹10,00,000 and the ₹20,000 is expensed under the stated facts. Do not initialise an amortised-cost liability of ₹9,80,000 for this case. Subsequent fair-value accounting requires its own working.
Ten-step verification table
| Step | Verification | Evidence to retain |
|---|---|---|
| 1 | Confirm Ind AS and the applicable reporting period. | Framework and period memo. |
| 2 | Classify the borrowing before allocating fees. | Amortised-cost/FVTPL analysis. |
| 3 | Support initial fair value and market terms. | Agreement and valuation evidence. |
| 4 | Classify integral fees and incremental issue costs. | Invoices, service descriptions and cost analysis. |
| 5 | Exclude costs that do not meet the criteria. | Administration and separate-service schedule. |
| 6 | Build the complete dated payment timeline. | Coupons, instalments and redemption terms. |
| 7 | Solve and independently recheck the effective rate. | Discounted-cash-flow calculation. |
| 8 | Roll forward opening balance, interest and cash. | Period-by-period schedule. |
| 9 | Reconcile cumulative cost and final settlement. | Maturity and control-account checks. |
| 10 | Review changes and financial-statement presentation. | Modification assessment, maturity analysis and disclosures. |
Sixteen practitioner FAQs
1. Is the coupon always the effective interest rate?
No. Eligible fees, discount, premium and cash-flow timing can make the effective rate different.
2. Are all costs called processing fees integral?
No. Analyse the substance and service received under the standard, rather than relying on the invoice label.
3. Does internal administration reduce the initial liability?
Not merely because it relates generally to financing. Apply the incremental and directly attributable criteria and exclusions.
4. Can qualifying legal issue costs enter the calculation?
Yes where they meet the applicable transaction-cost criteria; retain evidence of their incremental nature.
5. Is straight-line fee spreading always acceptable?
The required basis is the effective-interest method. A convenient equal allocation is not automatically the required result.
6. Does the borrower subtract qualifying issue costs initially?
For an amortised-cost liability, qualifying costs generally reduce the initial carrying amount from fair value.
7. Can every borrowing be assumed initially at face value?
No. The examples assume market terms; off-market arrangements require a separate fair-value analysis.
8. What does the annual schedule add to the opening balance?
Effective-interest expense for the period, before deducting the relevant cash payments.
9. How is an instalment deducted?
Subtract the whole principal-and-interest cash instalment from the rolled-forward liability; do not deduct its interest portion again.
10. Can a rounded EIR be used throughout?
Retain sufficient precision to avoid accumulated differences; round displayed and posted amounts consistently.
11. What if payment dates are irregular?
Use the actual dated cash-flow timeline and an appropriate convention, rather than an equal-year formula without adjustment.
12. Why can the ledger differ from face principal?
Unamortised eligible fees, premium or discount can create a difference; reconcile it explicitly.
13. Is the same schedule used for FVTPL debt?
No. Initial transaction-cost treatment and subsequent fair-value measurement differ from the amortised-cost cases.
14. Does this decide borrowing-cost capitalisation?
No. Assess Ind AS 23 separately after determining the relevant financing cost.
15. What if the lender changes the repayment terms?
Assess modification or derecognition and other applicable requirements before revising the schedule.
16. What is the strongest end-of-schedule check?
Reconcile both final settlement to carrying amount and cumulative expense to total payments less the initial amount under the stated unchanged cash flows.
Organising the supporting working
Keep the underlying records, calculation and conclusion linked to the same entity and period. When organising work with assureFinancials and the assureOffice tools, retain these supporting schedules alongside the final output and use only the features confirmed for the version available to you.
Conclusion
A borrowing schedule should reconcile the contract to initial measurement, effective-interest expense, cash payments and the final liability. Classify fees first, retain calculation precision and re-evaluate the accounting when the terms change.