Error message

  • Deprecated function: Creation of dynamic property Drupal\tablefield\TableValue::$value is deprecated in Drupal\Core\TypedData\TypedData->setValue() (line 102 of core/lib/Drupal/Core/TypedData/TypedData.php).
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  • Deprecated function: Creation of dynamic property Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter::$ModuleHandler is deprecated in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->__construct() (line 57 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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  • Warning: Undefined array key "caption" in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->viewElements() (line 150 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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RD Calculator

Project what a monthly recurring deposit matures to — monthly instalment, interest rate and tenure in, maturity value and interest earned out (India-Post quarterly compounding).

Year-wise growth
Year Invested Value at year end
1 ₹60,000 ₹62,143
2 ₹1,20,000 ₹1,28,425
3 ₹1,80,000 ₹1,99,122
4 ₹2,40,000 ₹2,74,527
5 ₹3,00,000 ₹3,54,954

What is a recurring deposit?

A recurring deposit (RD) is the fixed-income cousin of a SIP: you commit the same instalment every month for a fixed tenure, and the bank pays a rate that is locked in on the day you open the account. It suits anyone who wants a guaranteed outcome from a monthly saving habit — no market risk, no surprises at maturity.

This calculator projects your maturity value using the India-Post quarterly-compounding convention, which is also how most Indian banks publish their RD maturity tables. Enter the monthly deposit, the rate and the tenure; it returns total deposits, estimated interest, the maturity value and a year-wise growth table.

The RD maturity formula

FV = P × [(1 + i)^(4t) − 1] ÷ [1 − (1 + i)^(−1⁄3)]

  • FV — the maturity value
  • P — your deposit each month, paid at the start of the month
  • i — the quarterly rate: annual rate ÷ 400 (6.5% gives i = 0.01625)
  • t — the tenure in years

This is the India-Post closed form: interest compounds quarterly, and deposits made between quarter ends grow for the fractional quarter they are held. The engine behind this page reproduces it to the paisa against a 60-deposit brute-force check.

How to use this calculator

  1. Enter the monthly deposit — ₹500 to ₹10 lakh, in steps of ₹500.
  2. Set the interest rate with the slider (1% to 15%; default 6.5%). Use your bank's published RD rate for the tenure you want.
  3. Set the time period in years and months, up to 10 years. Broken tenures like 2 years 6 months are computed exactly.
  4. Read the results: total deposits, estimated interest and the maturity value, with year-wise growth underneath.

A worked example

₹5,000 a month at 6.5% p.a. for 5 years:

  • Total deposits: 60 instalments × ₹5,000 = ₹3,00,000
  • Estimated interest: ₹54,954.10
  • Maturity value: ₹3,54,954.10

By the end of year one you have put in ₹60,000 and it is already worth ₹62,143.23. Stop at 30 months instead and the same instalment returns ₹1,63,203.84 on ₹1,50,000 deposited.

What a 5-year RD matures to at 6.5% p.a.

Monthly deposit Total deposited Maturity value
₹1,000 ₹60,000 ₹70,991
₹2,000 ₹1,20,000 ₹1,41,982
₹5,000 ₹3,00,000 ₹3,54,954
₹10,000 ₹6,00,000 ₹7,09,908

India-Post quarterly-compounding convention, rounded to the nearest rupee. The maturity value scales exactly with the instalment, so ₹7,500 a month is simply 1.5× the ₹5,000 row.

Recurring deposit questions, answered

Tax, TDS, missed instalments and how an RD compares with a SIP.