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Recurring deposit calculatorA monthly deposit, compounded quarterly
A recurring deposit takes a fixed amount every month and pays a fixed rate, compounded quarterly as most Indian banks do. The calculator gives the maturity value, the interest, what your tax slab leaves you, and the yearly return that works out to on money that went in month by month.
Your numbers
Change anything; the result updates as you type.
Result
A recurring deposit and a SIP are the same habit.
Both put in a fixed amount every month; the difference is what the money is invested in. MindForge publishes the backtest behind each of its three strategies, and the two paid ones trade in their own broker-verified Zerodha accounts.
How RD maturity is calculated
Each monthly deposit earns interest, compounded quarterly, from the month it is made until maturity — the first deposit for the whole tenure, the last for a single month. The maturity value is the sum of every deposit grown on its own.
maturity = Σ deposit × (1 + r/4)months remaining ÷ 3
Why the interest looks small
The money goes in gradually, so on average it is invested for only about half the tenure. ₹10,000 a month for five years at 7% puts in ₹6,00,000 and matures at ₹7,19,328 — ₹1,19,328 of interest, far less than 7% a year on the full ₹6 lakh would suggest, though the rate on each rupee is the full 7%.
What tax leaves you
RD interest is taxed at your slab rate, plus 4% cess, as it accrues. At the 30% slab you keep ₹82,098 of that ₹1,19,328. As a yearly return on each deposit from the month it went in, that is 5.07% after tax, against 7.19% before it.
Assumptions this makes
- Deposits at the start of every month, none missed; one fixed rate, compounded quarterly on each deposit from its own month.
- Tax at your slab plus 4% cess on all of the interest, no surcharge; the figures total it and do not charge it to the deposit.
- Illustration, not a forecast and not investment advice. Some banks round their quarters differently, so a bank’s own figure can differ by a few rupees.