A recurring deposit takes a fixed amount every month. This calculator adds up what each instalment grows to by maturity, with interest compounded quarterly, the convention Indian banks use.
How to use PaisaCalcEverything is worked out in your browser; the numbers you type are not sent to us. Results are estimates, not financial advice.
| Year | Principal | Interest | Balance |
|---|
How much to invest monthly to reach a target corpus.
Recurring deposit — a fixed amount every month, compounded quarterly.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Public Provident Fund — current rate 7.1% (Oct–Dec 2026), compounded yearly, tax-free; matures after 15 years, extendable in 5-year blocks.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Compare the New and Old regimes side by side for FY 2026-27 (tax year 2026-27). Enter deductions for the Old regime.
Systematic Withdrawal Plan — how long your corpus lasts while you draw a fixed amount each month.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Sukanya Samriddhi Yojana — deposit yearly for 15 years; matures in 21 years. Current rate 8.2% (Oct–Dec 2026), compounded annually, tax-free.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
National Pension System — corpus at 60; at least 20% (government staff: 40%) must buy an annuity that pays the pension.
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Gratuity = last wages (Basic + DA) × 15 ÷ 26 × years of service (Code on Social Security, 2020).
India tax & savings tool · always in ₹ (INR), whatever currency you pick above.
Estimate your monthly in-hand from annual CTC (New tax regime, standard assumptions).
How big a loan you may qualify for, from your income and existing EMIs (FOIR method).
What today's money will cost — and be worth — in the future.
M = Σ R × (1 + r ÷ 4)(n − k + 1) ÷ 3 for k = 1 … n
Each instalment compounds quarterly for the months it stays in: the first for the whole tenure, the last for one month. Added up, this is the same as the closed formula banks print, M = R × [(1 + i)q − 1] ÷ [1 − (1 + i)−1/3] with i = r ÷ 4 and q = n ÷ 3 quarters. It assumes every instalment is paid on time at the start of the month; late instalments draw a penalty and less interest.
Rules and rates checked . Also in the PaisaCalc app, with the other money calculators.
5,000 a month for 60 months at 7% a year:
| Total deposited | 300,000 |
|---|---|
| Maturity value | 359,664 |
| Interest earned | 59,664 |
The RD matures at about 359,664.
The arithmetic is the same in any currency; the calculator shows results in the currency you pick.
Load these numbers into the calculator →An RD pays a fixed, known rate from a bank; a SIP goes into a mutual fund whose returns vary. They are different products with different risks — the calculators only do the arithmetic for each.
Banks and the Post Office compound recurring-deposit interest quarterly, which is what the calculator does. The rate is fixed for the whole term on the day you open the account.
The Post Office (National Savings) Recurring Deposit pays 6.7% a year, compounded quarterly, for the October–December 2026 quarter. It runs for 5 years (60 months) and can be extended for another 5. Set 6.7% and 60 months to see its maturity value.
Yes. It is added to your income and taxed at your slab rate, and a bank deducts TDS once its total interest to you in a year crosses the TDS threshold.
PaisaCalc results are arithmetic estimates from the inputs you enter and the formulas shown. They are not financial, investment or tax advice; rates, rules and your own situation vary, so check with your bank, fund house or a qualified adviser before deciding.