How recurring deposit interest is actually calculated

Every RD instalment earns interest for a different length of time, compounded quarterly. Here is the actual formula, worked through with real numbers.

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19 Aug 2026 · 3 min read · savings, rd, deposits

Most people assume a recurring deposit pays interest on the total they have put in. It does not. Each monthly instalment is treated as its own small deposit that earns interest only from the day it lands until maturity — so your first instalment earns for the whole term and your last one earns for barely a month.

That single detail explains why an RD maturity figure never matches the back-of-envelope number.

The formula banks actually use

Indian banks compound RD interest quarterly, not monthly. Each instalment is compounded from its own deposit date:

M = Σ  P × (1 + r/4)^(4n/12)

Where P is the monthly instalment, r is the annual rate as a decimal, and n is the number of months that particular instalment stays invested.

The summation matters. You are not applying one formula once — you are applying it once per instalment and adding up the results.

Worked through with real numbers

Take ₹5,000 a month for 12 months at 7% a year.

InstalmentMonths investedValue at maturity
1st12₹5,359
2nd11₹5,329
6th7₹5,207
12th1₹5,029

You deposit ₹60,000 in total and receive roughly ₹62,150 back. The effective return is about 3.6% of the amount deposited — not 7% — because the average rupee was only invested for about half the term.

Try it with your own numbers

Where people get caught out

Is an RD or an SIP better?

They answer different questions. An RD gives you a guaranteed, known figure — useful when the money has a date attached, like a deposit or a fee due next year. An SIP has no guarantee but has historically beaten deposit rates over long horizons.

The honest framing: use an RD for money you will need on a known date, and an SIP for money you might need much later.

Open the rd calculator

Where these figures come from

Rates and limits change. Where a figure here differs from the authority, the authority is right — tell us and the page gets fixed the same day.

Published by FinClamp. This guide is information, not financial advice — see the disclaimer.