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Interest and returns

Compound Interest Calculator

Prepared by Finin2min Editorial Desk · Rates and rules verified 5 October 2026

See how a lump sum and regular deposits grow with the compounding frequency you choose — then check the post-tax and inflation-adjusted value, the effective annual yield and the time to double.

Compounding inputs

Tax is applied to interest every year; 4% cess added.

Compounding frequency compared (lump sum only)

Year-wise growth

How compound interest works

Compound interest adds the interest earned back to the balance so that the next period earns interest on a bigger base. The more often interest is added, the higher the effective annual yield (EAY) for the same stated rate.

Formula: A = P × (1 + r ÷ n)n×t, where n is the compounding frequency. For continuous compounding, A = P × er×t. EAY = (1 + r ÷ n)n − 1.

Worked example

₹1,00,000 at 8% for 10 years, compounded quarterly: maturity = ₹2,20,804; interest = ₹1,20,804; effective annual yield = 8.243%. With annual compounding the same deposit reaches ₹2,15,892.

Which Indian products compound how often?

ProductTypical compoundingCheck
Bank fixed deposit (cumulative)QuarterlyBank terms
Post office time depositQuarterly interest, paid annuallyIndia Post
PPFAnnual (on the lowest balance between the 5th and month-end)PPF scheme rules
NSCAnnualNSC rules
Mahila Samman Savings CertificateQuarterlyScheme rules
Mutual funds / equityDaily NAV movement (use CAGR)Use the SIP or lumpsum calculator

Always compare products by effective annual yield, not by the stated rate.

Tax on compounding returns

Bank and post-office interest is taxed every year as it accrues (you report the interest each year even if it is reinvested in a cumulative deposit). The calculator therefore taxes the interest yearly at your slab rate plus 4% cess, which lowers the effective rate and the compounding. Equity and debt mutual-fund gains are taxed on redemption — use the lumpsum calculator for those.

Frequently asked questions

How is compound interest different from simple interest?

Simple interest is earned only on the principal; compound interest is earned on the principal plus previously earned interest, so growth accelerates with time.

Does more frequent compounding make a big difference?

It helps, but modestly. At 8% for 10 years, annual compounding gives about 2.159 times the money and monthly compounding about 2.220 times.

What is the effective annual yield?

It is the single yearly rate that would give the same result as the stated rate compounded n times a year. Use it to compare products.

How do monthly deposits work in this calculator?

Each deposit earns the effective monthly equivalent of the yield you chose. Use the start-of-month option for deposits made at the beginning of the month.

Should I use this for mutual funds?

Mutual funds do not compound a fixed rate. Use the expected CAGR in the lumpsum or SIP calculators, which also model capital-gains tax.

Official sources and further reading

Rates and rules shown here were checked against the sources above on 5 October 2026. Government notifications can change a rate or rule at short notice; always confirm on the official site before you invest, file or claim.

Educational estimate only. Tax, legal, financial or regulatory treatment depends on facts and the law applicable to the relevant period. Verify the current official source or obtain professional advice before acting.

Last reviewed: 5 October 2026

Methodology, assumptions and sources

Scope: Growth of a lump sum with optional monthly deposits at a fixed rate, with post-tax and inflation-adjusted values.

Calculation logic

  1. Lump sum: P × (1 + r/n)n×t (or ert for continuous).
  2. Deposits: each month’s deposit (stepped up yearly if chosen) grows at the monthly rate equivalent to the effective annual yield.
  3. Post-tax: effective yield × (1 − slab × 1.04), applied each year.
  4. Real value = maturity ÷ (1 + inflation)t.

Inputs and assumptions

Exclusions and edge cases

Validation

The calculation engine was checked against an independently written reference implementation across 480 compounding input combinations, and against published figures where the scheme publishes them. Review date: 5 October 2026.

Prepared by Finin2min Editorial Desk. Educational estimate only.

© 2026 Finin2min · Educational decision support · Validate assumptions and applicable law.

Guides that use this calculator

Background, worked examples and the rules behind these numbers.