Skip to main content
Ind AS 109 amortised cost

Effective Interest Rate and Amortised Cost Calculator

Reviewed by CA Divyanshu Sengar · Last reviewed 11 October 2026

Enter the face value, upfront integral fees, annual coupon and term to solve the effective interest rate and see the opening balance, interest, cash paid and closing amortised cost for each year.

Enter your figures

The fields start with sample figures. Replace them with your own; nothing is sent to a server.

Loading the calculator…

How the calculation works

  1. Initial amortised cost = principal − upfront integral fees.
  2. The effective interest rate is the single annual rate that discounts the coupons and the final principal to the initial amortised cost; the tool solves it numerically.
  3. Each year: interest = opening carrying amount × EIR; closing = opening + interest − cash paid. The last closing balance should be zero.

Understanding the calculation

Why cash coupon and effective interest differ

An entity borrowing ₹10 lakh may receive only ₹9.8 lakh after paying integral issue fees of ₹20,000. If the contractual coupon is 8% on face value and principal is repaid at the end, the effective financing cost will exceed the coupon. The interest expense recognised under the effective-interest method progressively accretes the carrying amount until repayment.

How the engine solves the rate

The solver discounts annual coupons and final principal to the initial amortised cost, then finds the annual interest rate that equates present value with proceeds net of the selected integral fees. Each subsequent row recognises EIR interest on opening carrying amount and subtracts the period’s cash payment. A final carrying amount close to zero is an essential arithmetic control.

Review the fees before entering them

Only fees integral to the financial instrument and qualifying transaction costs belong inside the effective-interest-rate calculation. Service fees, insurance, taxes and non-integral administration charges may require different treatment. The model uses a fixed annual coupon, annual periods and a bullet principal payment, not a floating-rate amortising loan.

Financial statement and covenant implications

EIR expense may be higher than bank cash interest in early periods. Accountants should reconcile original proceeds, issue fees, cash coupon, accrued EIR and closing liability. If terms are modified, prepaid or renegotiated, a modification or derecognition assessment is required; do not simply continue the original schedule without reviewing the event.

Assumptions and what this calculator does not cover

Frequently asked questions

Why is the effective rate higher than the coupon?

Because you receive less than face value (the fees are deducted) but repay the full face value, the true cost of borrowing is more than the coupon rate.

Can I use this for an investment (asset) instead of a borrowing?

The mathematics is the same for a bond bought at a discount, but fees and presentation differ; check your classification under Ind AS 109.

Why does EIR exceed the coupon rate?

The initial carrying value may be less than face value because integral transaction costs reduce proceeds.

Official sources and further reading

Rates and rules were checked against these sources on 11 October 2026. Notifications and standards change; confirm on the official site before you file, book or advise.

Educational working tool. Results follow the scope and assumptions above and the figures you enter; they are not tax, audit, legal or accounting advice. Tax and accounting treatment depends on facts and on the law or standard in force for the relevant period, so verify the official source or consult a professional before you rely on a result.

Last reviewed: 11 October 2026
© 2026 Finin2min · Educational decision support · Validate assumptions and applicable law.

Guides that use this calculator

Background, worked examples and the rules behind these numbers.