FD Calculator
Calculate a fixed deposit's maturity amount, interest earned, or monthly interest payout.
Up to ₹ 10,000 crore
0.1% to 100%
1 to 100 years
Year-by-Year Breakdown
| Year | Opening (₹) | Interest (₹) | Closing (₹) |
|---|---|---|---|
| Year 1 | 1,00,000 | 7,186 | 1,07,186 |
| Year 2 | 1,07,186 | 7,702 | 1,14,888 |
| Year 3 | 1,14,888 | 8,256 | 1,23,144 |
| Year 4 | 1,23,144 | 8,849 | 1,31,993 |
| Year 5 | 1,31,993 | 9,485 | 1,41,478 |
Calculates the maturity value of a fixed deposit (FD) and the interest it earns, for tenures from a week to decades and any compounding frequency. For an FD that pays its interest out, it gives the amount of each monthly, quarterly, half-yearly or yearly payout.
Understanding the result
Maturity value is what the bank pays at the end: your deposit plus interest. The figures are before tax; FD interest is taxable as income, and banks may deduct tax at source.
With interest paid at maturity (a cumulative FD), each period's interest is added to the deposit and earns interest itself.
With a payout (a non-cumulative FD), the bank pays the interest into your account at the end of each period and returns the deposit at maturity. Nothing compounds, so the total interest is lower than a cumulative FD earns at the same rate. Each payout is rounded to the nearest rupee.
For a tenure past a year, the year-by-year breakdown follows the deposit: a cumulative FD's opening balance, interest and closing balance each year, or a payout FD's interest paid each year and in total, the broken period paid with the deposit. Export CSV downloads it.
How to use it
- FD amount — the sum you deposit.
- Annual interest rate — the rate the bank quotes, from 0.1% to 100%.
- FD tenure — in years (1 to 100), months (1 to 1,200) or days (7 to 3,650).
- Interest payout — at maturity, or monthly, quarterly, half-yearly or yearly.
- Compounding frequency — for interest paid at maturity; most Indian banks compound quarterly.
How it works
Interest compounds at the annual rate divided by the number of compounding periods in a year, over each whole period of the tenure. A tenure in days is converted using a 365-day year.
The days left after the last whole period earn simple interest on the compounded amount, as banks pay on broken periods. A tenure shorter than one period — under three months with quarterly compounding — earns simple interest throughout. The maturity value is rounded to the nearest rupee.
A quarterly, half-yearly or yearly payout is simple interest on the deposit for that period. A monthly payout is discounted: it is the amount that, paid three times and each reinvested at the monthly rate, comes to one quarter's interest, so it is a little under a twelfth of the yearly interest. Banks publish their own discounting methods, and their figures can differ from this one by a rupee.
The days left after the last payout earn simple interest at the full rate, paid with the deposit. A tenure shorter than one payout period has no payouts; all its interest is paid at maturity.
Maturity = P × (1 + R ÷ (100 × n))^w × (1 + R ÷ 100 × d ÷ 365)
P = deposit, R = annual rate %, n = compounding periods a year, w = whole periods in the tenure, d = days after them
Monthly payout = P × R ÷ 400 ÷ ((1 + R ÷ 1200)² + (1 + R ÷ 1200) + 1)
Quarterly, half-yearly or yearly payout = P × R ÷ (100 × payouts a year)
Examples
₹1 lakh for 5 years at 7%, compounded quarterly
The deposit matures at ₹ 1,41,478, earning ₹ 41,478 in interest.
₹1 lakh for 400 days at 7%, compounded quarterly
400 days holds four whole quarters, which compound; the remaining 35 days earn simple interest. The deposit matures at ₹ 1,07,905.
₹1 lakh for 45 days at 5%
45 days is less than a quarter, so simple interest applies: ₹ 1,00,000 × 5% × 45 ÷ 365 = ₹ 616.
₹10 lakh for 5 years at 7%, paid out monthly
The bank pays ₹ 5,799 a month for 60 months, ₹ 3,47,940 in all, and returns the ₹ 10,00,000 at maturity. A twelfth of the yearly interest would be ₹ 5,833; the monthly payout is discounted below it.
₹10 lakh for 5 years at 7%, paid out quarterly
Each quarter pays ₹ 17,500, ₹ 3,50,000 over 20 payouts. Left to compound quarterly and paid at maturity, the same deposit earns ₹ 4,14,778.
Interest on ₹1 lakh
| Rate | 1 year | 2 years | 3 years | 5 years | 10 years |
|---|---|---|---|---|---|
| 6% | ₹ 6,136 | ₹ 12,649 | ₹ 19,562 | ₹ 34,686 | ₹ 81,402 |
| 6.5% | ₹ 6,660 | ₹ 13,764 | ₹ 21,341 | ₹ 38,042 | ₹ 90,556 |
| 7% | ₹ 7,186 | ₹ 14,888 | ₹ 23,144 | ₹ 41,478 | ₹ 1,00,160 |
| 7.5% | ₹ 7,714 | ₹ 16,022 | ₹ 24,972 | ₹ 44,995 | ₹ 1,10,235 |
| 8% | ₹ 8,243 | ₹ 17,166 | ₹ 26,824 | ₹ 48,595 | ₹ 1,20,804 |
Rules and sources
- Payout options — State Bank of India pays term deposit interest quarterly or at maturity, and on request monthly, half-yearly or yearly on deposits of twelve months and above. Monthly interest is paid at a discounted rate.
- Rounding — the Reserve Bank of India directs banks to round interest paid on rupee deposits to the nearest rupee.
- Method — each bank publishes how it calculates interest. The monthly discount here is Bandhan Bank's; TJSB Sahakari Bank's method sets out the simple interest on quarterly and longer payouts and on broken periods.
Your bank's deposit receipt states the payout it will make; the terms it offers, such as the shortest tenure for a monthly payout, are its own.
Sources
- Fixed Deposit: features — State Bank of India
- Reserve Bank of India (Commercial Banks – Interest Rate on Deposits) Directions, 2025, paragraph 7(7) — Reserve Bank of India
- Interest Calculation Methodology for Term Deposits — Bandhan Bank
- Method of Calculation of Interest on Deposits — TJSB Sahakari Bank
Reviewed
See also
- RD Calculator — to save a fixed amount every month instead.
- Inflation Calculator — to see whether the FD rate keeps up with rising prices.