Recurring deposit (RD) calculator
See what a monthly recurring deposit grows into. Enter your monthly amount, the annual interest rate and the tenure to get the maturity value, total deposited and interest earned.
Built for Nepal's banks, with an optional TDS field to show your maturity net of tax on the interest. A planning-level tool, computed entirely in your browser.
Deposit plan
The fixed amount you pay in at the start of every month.
Nominal yearly rate the bank quotes on the RD.
Total number of monthly instalments. 12 months = 1 year.
Tax deducted at source on the interest earned. Leave blank to ignore.
Maturity value
Rs 2,02,200
after 36 monthly deposits (3 yr)
Interest earned
Rs 22,200
Total deposited
Rs 1,80,000
Interest
Rs 22,200
Maturity
Rs 2,02,200
Instalments
36
| Maturity formula | M = D·n + D·n·(n+1)/2 · (r/1200) |
| Total deposited (D·n) | Rs 5,000 × 36 = Rs 1,80,000 |
| Interest | Rs 5,000 × 36×37/2 × 8/1200 = Rs 22,200 |
| Maturity value | Rs 2,02,200 |
A planning-level estimate using the accepted simple-interest RD formula, where each instalment earns interest for the months it stays on deposit. Banks may instead compound interest quarterly, vary the rate, or apply a different TDS treatment, so your actual maturity can differ. Interest rates and TDS rules are set by the bank and the IRD respectively — confirm the current figures before you commit. Indicative only, not financial advice.
From monthly deposits to a maturity value
Every instalment you pay in earns interest for the months it stays on deposit, so the earliest deposits earn the most. Add them all up and you get the maturity value.
Total deposited
Your monthly amount D times the number of instalments n — the principal you actually pay in over the tenure (D·n).
Interest
Each instalment earns simple interest for its time on deposit: D·n·(n+1)/2 × (r/1200), where r is the annual rate.
Maturity
Add the two together for the maturity value. Apply an optional TDS percentage on the interest to see the net payout.
Recurring deposits, answered
How is a recurring deposit (RD) maturity calculated?+
This calculator uses the accepted simple-interest RD formula M = D·n + D·n·(n+1)/2·(r/1200), where D is the monthly deposit, n is the number of monthly instalments and r is the annual interest rate in percent. The first term is everything you pay in (D·n) and the second term is the interest, since each instalment earns interest for the number of months it remains on deposit.
What is a recurring deposit and how does it differ from a fixed deposit?+
A recurring deposit lets you pay a fixed amount into the account every month for a chosen tenure, earning a fixed interest rate on the growing balance. A fixed deposit takes one lump sum at the start. RDs suit savers building a habit out of regular income, while FDs suit money you already have in hand.
What interest rate do Nepali banks offer on recurring deposits?+
RD rates in Nepal move with the wider deposit-rate environment and differ by bank and tenure — in recent years they have commonly sat in the high single digits to low double digits per year. Nepal Rastra Bank publishes the prevailing interest-rate ranges. Always check your bank's current published rate before relying on a figure.
Is the interest on a recurring deposit taxed in Nepal?+
Interest credited by a resident bank is generally subject to tax deducted at source (TDS) under the Income Tax Act. The applicable rate is set by the Finance Act and collected by the Inland Revenue Department. Enter your TDS percentage in the optional field to see the maturity value net of tax; confirm the exact rate that applies to your account.
Why might my bank's maturity figure differ from this calculator?+
Banks may compound interest (often quarterly) rather than use the straight simple-interest formula, may round instalments and interest differently, and may apply or exempt TDS in their own way. This tool is a planning estimate; treat your bank's official maturity statement as the authoritative figure.
Can I use this RD calculator for any tenure?+
Yes. Enter the tenure in months — for example 12 for one year, 60 for five years or 120 for ten years. The maturity and interest update instantly as you change the monthly deposit, rate or tenure.
Sources & data note
Maturity uses the accepted simple-interest recurring-deposit formula M = D·n + D·n·(n+1)/2·(r/1200). Interest rates differ by bank and tenure and TDS on interest is set by the Finance Act, so the values shown are indicative — confirm the current rate with your bank and the IRD before relying on them. This is a planning estimate, not financial advice.