CalcBit.
FinancialUpdated 2026-06-13

RD Calculator

Calculate your Recurring Deposit maturity amount. Free RD calculator with quarterly compounding for Indian banks.

Calculator widget coming soon. Use the information below to understand this tool.

What is RD Calculator?

An RD (Recurring Deposit) calculator helps you estimate the maturity amount of your recurring deposit investments. It accounts for quarterly compounding as per standard Indian banking practice.

How It Works

Each monthly installment earns compound interest quarterly from the deposit date until maturity. The calculator sums up the maturity value of all installments.

Formula & Calculation Method

M = Sum of R × (1+i)^(n-k) for each installment

Where: M = Maturity amount, R = Monthly deposit, i = Quarterly interest rate, n = Total quarters, k = Quarter of deposit

Examples

5-Year RD

1Monthly deposit: ₹5,000

2Duration: 5 years (60 months)

3Rate: 7% quarterly compounding

4Total invested: ₹3,00,000

5Estimated maturity: ~₹3,60,000

6Interest earned: ~₹60,000

Maturity Amount: ~₹3,60,000

Benefits

  • 1
    Regular savings habit
  • 2
    Guaranteed returns
  • 3
    Flexible amounts (₹100+ monthly)
  • 4
    Loan against RD facility
  • 5
    Better than savings account interest

Common Use Cases

Short to medium-term savings goalsBuilding emergency fundRegular savings for beginnersGoal-based monthly savingsAlternative to savings account

Expert Tips

  • 1
    Set up auto-debit to avoid missed deposits
  • 2
    Choose tenure matching your goal timeline
  • 3
    Compare RD rates across banks
  • 4
    Consider RD laddering for liquidity

Common Mistakes to Avoid

  • !
    Breaking RD prematurely
  • !
    Not comparing bank rates
  • !
    Choosing too short tenure
  • !
    Missing monthly deposits
  • !
    Ignoring penalty for missed deposits

Frequently Asked Questions

Find answers to common questions about this calculator below.

RD interest is compounded quarterly in most Indian banks. Each monthly installment earns interest for its remaining tenure. The formula is: M = R × ((1+i)^n - 1)/(1-(1+i)^(-1/3)) where i is quarterly rate and n is quarters.

At 7% interest compounded quarterly, a ₹5,000 monthly RD for 5 years (60 months) will mature to approximately ₹3,60,000 with total interest of about ₹60,000.