Recurring Deposit (RD) Calculator

Calculate RD returns & maturity value with compounding
Monthly deposit amount in rupees.
Annual interest rate (nominal).
Tenure in full years.

Result Summary

Deposited ₹0 Interest ₹0 Maturity ₹0
Deposits (0%)
Interest (0%)
Interest Earned ₹0
Maturity Amount ₹0
RD conclusion illustration

Enter a monthly deposit, rate, and time period to see your RD summary.

RD Growth Over Time

Track how your recurring deposits build over time and how interest expands the final maturity value.

Deposited amount Total value
Enter deposit, rate, and time period to see RD growth over time.
Total growth ₹0 over 0 years
Growth insight Growth pattern will appear here.

What is RD Calculator?

A Recurring Deposit (RD) calculator is an online tool that helps you calculate the maturity amount and interest earned on your RD investment based on monthly deposit amount, interest rate, and tenure.

How RD Calculator Works

The calculator uses your monthly deposit, annual interest rate, and RD tenure to estimate the final maturity value. It shows how repeated monthly contributions grow with compounding, helping you understand total deposit amount, interest earned, and expected maturity at the end of the term.

Formula

The RD calculator uses the standard recurring deposit formula:

M = R × [(1 + i)n - 1] / i

Where:

The calculator handles monthly, quarterly, or annual compounding internally while your deposit amount remains monthly.

Benefits

Quick Insights

Key things to compare before starting a recurring deposit.

Monthly discipline matters

RD works best for savers who want a fixed monthly contribution habit without needing a lump sum upfront.

Tenure impacts maturity

Longer tenure allows more installments to stay invested and can improve final maturity significantly.

Compare with FD

RD is ideal for monthly savings. FD may suit you better if you already have the full amount available today.

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Related Questions About RD

Common search queries and comparison topics users explore before opening a recurring deposit.