ToolPlexa

Free Online RD Calculator

See a projection for monthly recurring deposits, where each installment has a different amount of time to earn interest.

Launch mode: all available tools are free • No account required

RD Calculator: A Practical Guide

Use the RD Calculator to estimate a series of equal monthly deposits. The current model assumes deposits at the end of each month and a constant monthly rate derived from the annual percentage. It is an illustrative recurring-deposit calculation, not a bank-specific maturity quote.

How to Use RD Calculator

  1. Enter the Monthly deposit.
  2. Enter Annual interest (%) and Time (years).
  3. Select Calculate maturity.
  4. Read total deposited, estimated gain and ending balance together.

End-of-Month Deposit Model

Let P be the monthly deposit, i the annual percentage ÷ 1200 and n the rounded number of months. Future value = P × ((1 + i)^n − 1) ÷ i. If the rate is zero, future value is simply P × n.

The last deposit receives no full monthly interest period before the modeled finish. Actual recurring-deposit products may use quarterly compounding, date-specific accrual or different deposit timing, so their maturity figures can differ.

Worked Example

Twelve end-of-month deposits of 1000 at 12% annually use a monthly rate of 1%. The modeled maturity is approximately 12682.50.

The amount deposited is 12000 and estimated growth is about 682.50. This is a formula illustration, not an available bank rate or a promised return.

Compare beginning-of-month contributions: use the SIP Calculator.

Model one initial deposit: use the FD Calculator.

Checks and Common Mistakes

  • The term is entered in years and converted to a rounded month count.
  • Do not compare this directly with a beginning-of-month annuity without adjusting timing.
  • Missed deposits, penalties and tax are excluded.
  • Keep all deposits in the same currency.

Frequently Asked Questions

What if the interest rate is zero?

The maturity equals monthly deposit multiplied by the modeled number of months. Twelve deposits of 1000 then total 12000.

Why is the SIP result different with identical numbers?

The SIP implementation assumes beginning-of-month contributions. Each contribution receives one extra monthly growth period compared with this RD model.

Will it match my bank exactly?

Not necessarily. Compare compounding, accrual dates, installment timing and deductions with the bank’s terms.

Related Tools for the Next Step

Reference

Further reading: Investor.gov compound interest calculator.

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