RD Calculator

Estimate the maturity value of a recurring deposit from your monthly instalment, the rate quoted by your bank, and the tenure — using quarterly compounding.

₹
₹500₹5,00,000
%
1%15%
mo
3 mo120 mo

Estimated Maturity Value

₹2,00,686

36 months · quarterly compounding at 7% p.a.

Total deposits

₹1,80,000

Estimated interest

₹20,686

  • Deposits
  • Est. Interest

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Tools that naturally follow this calculation.

Growth over time

  • Deposits
  • Est. Interest
123₹0₹55 K₹1.1 L₹1.65 L₹2.2 L

Year-by-year value

YearDepositsInterestValue
1₹60,000₹2,311₹62,311
2₹1,20,000₹9,099₹1,29,099
3₹1,80,000₹20,686₹2,00,686

Example calculation

Depositing ₹5,000 every month for 36 months at 7% (compounded quarterly) totals ₹1,80,000 in deposits and an estimated ₹20,686 in interest, for a maturity value of about ₹2,00,686.

Rates vary. RD interest rates differ by bank, tenure and depositor category and change over time. Enter the rate quoted to you — no rate here is a universal current rate.

How to use this calculator

  1. Monthly deposit — the fixed instalment you will pay each month.
  2. Annual interest rate — the RD rate your bank or post office quotes for the chosen tenure.
  3. Tenure — in years (banks typically allow 6 months to 10 years).

The maturity value, total deposits and interest update instantly; the table shows the balance after each year.

What changes the result most

Because each instalment is invested for a different length of time, an RD earns noticeably less than an FD of the same total placed on day one: ₹1,20,000 as a one-year FD at 7% earns about ₹8,600, while ₹10,000 a month for a year earns only about ₹4,600 — the last instalment is invested for just one month. Tenure is the main lever; interest grows faster than deposits in later years as early instalments keep compounding. Missing an instalment usually attracts a small penalty and shifts the maturity date, which the calculator does not model.

What is a recurring deposit?

A recurring deposit (RD) lets you deposit a fixed amount every month for a chosen tenure and earn interest at a rate fixed when you open it. It combines the discipline of monthly saving with the predictability of a fixed deposit, and is the bank or post-office counterpart of a SIP — with a contracted return instead of a market-linked one.

Worked example: ₹5,000 a month at 7%

Deposit ₹5,000 every month for 5 years at an assumed 7%, compounded quarterly. You pay in ₹3 lakh and the RD matures at about ₹3,59,664 — interest of roughly ₹59,700. Stop at 3 years instead and the figures are ₹1.8 lakh deposited, about ₹2,00,686 at maturity, interest of ₹20,700. The last two years produce almost two-thirds of the five-year interest, because by then the early instalments have been compounding for a long time. A single ₹3 lakh FD for 5 years at the same rate would earn about ₹1,24,400 — double the RD — which is the cost of building the sum gradually rather than having it on day one.

A common mistake: expecting the quoted rate on the whole amount

A 7% RD does not earn 7% on ₹3 lakh for five years; each instalment earns 7% only for the months it has been deposited, so total interest looks low against the headline rate. Judge an RD by its maturity value, not by rate × total deposits. Tax applies on the interest as with an FD, and TDS can be deducted once the bank's annual threshold is crossed (see how FD and RD interest is taxed). To see the pure effect of compounding on a growing balance, use the Compound Interest calculator with a monthly contribution.

How RD interest is calculated

Most Indian banks compound RD interest quarterly. Each monthly instalment earns interest for the months it remains deposited:

M = Σ P × (1 + r/4)4 × nk / 12

where P is the monthly instalment, r the annual rate and nk the number of months the k-th instalment stays invested. The calculator sums this for every instalment.

Assumptions & what this calculator does not include

  • •Interest compounds quarterly, the common bank convention; confirm yours.
  • •Instalments are assumed to be paid on time every month.
  • •TDS and taxation are not applied to the maturity value shown.
  • •Actual bank rounding conventions may differ slightly.

Frequently asked questions

Please note: Returns and values shown are illustrations based on the assumptions you select and are not guaranteed. This tool is for education only and is not investment, tax, or financial advice.

Methodology last reviewed: 16 October 2026

How we maintain this page: the formula is covered by automated tests, default rates that depend on government notification are re-checked when a revision is announced, and the content and links are re-read when a reader reports an issue or the page is edited. See our Calculator Methodology and Corrections Policy.