RD Calculator
Estimate the maturity value of a recurring deposit from a regular monthly contribution, assumed annual interest rate and tenure.
Calculator
What is the RD Calculator?
An RD is designed for regular saving rather than a single lump-sum deposit. The timing of each contribution means that different deposits earn interest for different lengths of time.
How the calculation works
The calculator uses a simplified monthly-contribution projection with an assumed quarterly-compounding rate. Actual recurring-deposit products can use bank-specific conventions.
Worked example
If you deposit ₹5,000 per month for 5 years at an assumed 7% annual rate, the calculator estimates the value of the regular contributions plus projected interest over the period.
How to use this calculator
- Enter the values that apply to your situation.
- Check the rate, period and other assumptions before calculating.
- Click Calculate and review each part of the result, not only the headline number.
- Change one input at a time if you want to compare different scenarios.
How to interpret the result
An RD is designed for regular saving rather than a single lump-sum deposit. The timing of each contribution means that different deposits earn interest for different lengths of time. Use the result as a planning estimate and compare it with the terms, rates or rules that actually apply to you.
Practical tips
- Use the monthly amount you can maintain consistently.
- Check the bank's exact maturity illustration before opening the account.
- Review premature closure and missed-instalment rules.
- Compare RD rates with other suitable savings options.
Important limitations
- Tax treatment is not included.
- The model is simplified and may not exactly match a bank's product calculation.
- Product rules differ between institutions.
Frequently Asked Questions
What is an RD?
A recurring deposit generally involves making regular deposits for a fixed period.
Does the calculator include tax?
No.
Will the bank's maturity amount always match?
Not necessarily; product rules and rounding can differ.
Last reviewed: August 2026. Rate-sensitive rules and institutional terms can change; verify current information before making an important decision.