RD calculator: Calculate your recurring deposit returns
Build a corpus brick-by-brick. Calculate the future value of your monthly recurring deposits and track your savings growth.
Last updated: May 2026
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Enter your monthly deposit, interest rate, and tenure to visualize your recurring deposit's growth.
RD Calculator: Calculate your recurring deposit returns
Saving a large lump sum all at once is not always possible. Recurring deposits work around that. You put in a fixed amount every month and the interest rate stays locked from the start. Market conditions do not change what you earn.
Figuring out the exact maturity value manually is tedious because each monthly installment earns interest for a different duration. Put in your planned monthly deposit, the interest rate, and the tenure above to see your maturity amount and total interest instantly.
How can an online RD calculator help you?
Salaried individuals often use recurring deposits to plan for short-term goals. Compounding interest on multiple monthly installments requires advanced calculations to get accurate numbers.
Here is what this calculator does for you.
- ✓Calculate your exact maturity value and interest returns instantly.
- ✓Avoid manual compound interest calculation mistakes.
- ✓Plan systematic savings goals with complete accuracy.
- ✓Completely free to use with zero logins or registration steps.
This RD calculator removes all the guesswork. If you want to calculate recurring deposit returns for any monthly investment amount (savings goals, emergency funds). Just enter your monthly deposit, interest rate, and tenure above.
How to use this RD calculator
Put in the monthly deposit amount, the interest rate your bank is offering, and the tenure in years. The maturity value and interest earned show up right away. No account needed.
How does the RD formula work?
Most Indian banks compound recurring deposit interest quarterly. The standard compound interest formula is applied to each monthly installment individually:
| Variable | What it means |
|---|---|
| M | Maturity value of the single installment |
| P | Monthly deposit installment amount |
| r | Annual interest rate (expressed as a decimal) |
| n | Compounding frequency per year (4 for quarterly) |
| t | Time remaining for that installment in years |
The calculator sums the maturity value of every individual installment to give you the final maturity amount. Put in your numbers above and the total sum appears right away.
Factors affecting your RD returns
Three things decide what you walk away with. Change any one of them and the final corpus shifts.
Monthly installment
The installment is your building block. Increasing your monthly deposit scales your final corpus proportionally.
Interest rate
The interest rate accelerates your growth. Even half a percent difference creates a noticeable gap over longer tenures. Here is how a Rs. 5,000 monthly deposit grows over 3 years at different rates.
| Interest rate | Total invested | Maturity amount | Interest earned |
|---|---|---|---|
| 6.0% | Rs. 1.80 lakh | Rs. 1.97 lakh | Rs. 17,490 |
| 7.0% | Rs. 1.80 lakh | Rs. 2.01 lakh | Rs. 20,554 |
| 8.0% | Rs. 1.80 lakh | Rs. 2.04 lakh | Rs. 23,678 |
RD rates move with RBI monetary policy. Senior citizens usually get a slightly higher rate. The extra bump is typically 0.25% to 0.50% p.a. depending on the bank.
Tenure
Time multiplier. Installments deposited in the first few months earn interest for the longest duration, maximizing the power of quarterly compounding.
Frequently asked questions
Can i open multiple RD accounts?
What happens if i miss an RD installment?
Is RD interest taxable in India?
What happens if i need to close my RD early?
RD Vs SIP: What is the main difference?
The calculator showed x but my bank quoted y. Why?
Can i change the monthly RD installment amount midway?
Is there a minimum tenure for a recurring deposit?
Want to see how an RD stacks up in real life? Scroll down!
Worked example: Recurring deposit vs savings account
Rs. 5,000 a month, 24 months, 6.5% p.a. compounded quarterly. Same deposits, two different places. Here is what the numbers look like against a basic savings account at 3.0%:
| Strategy | Monthly deposit | Tenure | Total saved | Rate | Final maturity |
|---|---|---|---|---|---|
| Recurring Deposit | Rs. 5,000 | 2 years | Rs. 1,20,000 | 6.5% (quarterly) | Rs. 1,28,416 |
| Savings Account | Rs. 5,000 | 2 years | Rs. 1,20,000 | 3.0% (daily) | Rs. 1,23,654 |
Rs. 4,762. That is the extra interest from the RD over 24 months. The gap is narrow here because the tenure is short. Longer periods and larger amounts pull the numbers further apart. Put in your own targets above to see what it looks like for your situation.
Important note
This RD calculator provides estimates based on standard quarterly compounding. Actual returns may vary slightly depending on the bank's specific policies and delay in installment payments.
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This calculator is for informational purposes only and does not constitute financial, tax, or investment advice.