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RD Calculator

Work out the maturity value of a recurring deposit — how much your fixed monthly savings grow at your bank's interest rate, compounded quarterly, and how much of the total is interest.

Deposit details

₹5K

%

Compounded quarterly, as banks do

yrs

Invested

₹3,00,000

Interest earned

₹54,954

Maturity value

₹3,54,954

Deposits vs interest

Growth over time

How your total deposits and account balance grow year by year — the gap between the two lines is the interest your recurring deposit earns.

RD maturity formula

M = Σ R × (1 + i)ⁿ⁻ᵏ⁺¹

R = monthly deposit, i = effective monthly rate = (1 + r/400)1/3 − 1, n = number of months, k = the instalment number. The monthly rate is derived from the annual rate r so that the result equals quarterly compounding, the convention Indian banks use.

Your numbers

  • R = ₹5,000 / month
  • n = 60 months at 6.5% p.a., compounded quarterly
  • → Total deposited = ₹3,00,000
  • → Maturity value = ₹3,54,954

How the RD calculator works

A recurring deposit (RD) lets you set aside a fixed amount every month with your bank or post office for a chosen tenure, earning a guaranteed interest rate. It's a disciplined way to save from monthly income towards a goal — a gadget, a trip, an emergency fund — without needing a lump sum upfront the way a fixed deposit does.

By RBI convention, RD interest is compounded quarterly. This calculator reproduces that exactly: it converts the annual rate into an equivalent monthly rate, (1 + r/400)1/3 − 1, then adds each monthly deposit at the start of the month and grows the whole balance. Because every instalment keeps earning interest for the rest of the tenure, your earliest deposits contribute the most to the final corpus. The maturity value shown is before tax — RD interest is taxable at your slab rate, and banks deduct TDS once your interest crosses the annual threshold.

Frequently Asked Questions