Calculators
RD Calculator
RD Calculator is part of Toolspire and is ready as soon as this page loads. Find out what a recurring deposit will be worth, how much of it is interest, and how much to save each month to reach a target — with a month-by-month schedule.
On this page
What you can do here
Matches bank tables
Uses the standard RD formula, checked against the one printed in bank RD charts.
Save for a goal
Enter the amount you need and when; get the monthly deposit.
Month-by-month schedule
See the balance and the interest earned in every month or year.
After-tax maturity
Pick your tax slab to see what you actually keep.
Bank or post office
Works for bank RDs of any tenure and the 5-year post office RD.
Five currencies
Rupees with lakh and crore, or dollars, euros, pounds and dirhams.
The sequence
How to calculate RD maturity
- 1
Enter the monthly deposit
Type the amount you will deposit every month.
- 2
Enter the interest rate
Use the rate your bank or post office offers; switch on Senior citizen if it applies.
- 3
Choose the tenure
Pick a common tenure or type the number of years or months.
- 4
Read the result
See the maturity amount, your total deposits, the interest earned and the full schedule.
Worth knowing
- RD Calculator on Toolspire: calculates RD maturity amount, total deposits and interest using quarterly compounding — the formula Indian banks and the post office use for recurring deposits.
- Works for any monthly deposit, interest rate and tenure from 1 month to 30 years, with monthly, half-yearly or yearly compounding as options.
- Goal mode finds the monthly deposit needed to reach a target amount by a given date.
- Adds the senior citizen extra of 0.5%, estimates tax at your slab, and flags years where interest crosses the TDS limit (₹50,000; ₹1,00,000 for senior citizens).
- Shows a chart of deposits and interest, a monthly or yearly schedule you can download as CSV, and the same instalment over 1, 2, 3, 5 and 10 years.
- Runs in this tab — nothing you enter is uploaded.
RD formula
Each instalment earns compound interest from the month it is deposited until maturity. With quarterly compounding the maturity value is M = R × [(1 + i)ⁿ − 1] ÷ [1 − (1 + i)^(−1/3)], where R is the monthly deposit, i the quarterly rate (yearly rate ÷ 400) and n the number of quarters.
For example, ₹5,000 a month for 5 years at 7% gives about ₹3.60 lakh: ₹3,00,000 of deposits and roughly ₹60,000 of interest. Early instalments earn the most because they stay invested longest.
RD or FD?
| Recurring deposit (RD) | Fixed deposit (FD) | |
|---|---|---|
| How you invest | A fixed amount every month | One lump sum at the start |
| Best for | Saving from a monthly salary | Money you already have |
| Interest earned | Lower for the same total, because later instalments earn for less time | Higher, as the whole amount earns from day one |
| Tax | Interest taxed at your slab; TDS above the yearly limit | The same |
FAQ
Questions about RD Calculator
Where does RD Calculator run?
How is RD interest calculated?
How much will I get for ₹1,000 a month for 1 year?
Does this work for a post office RD?
What happens if I miss an instalment?
Is RD interest taxable?
Is my data stored?
Keep going
Related tools
Last updated Report a problem or suggest a feature