Sukanya Samriddhi Yojana Calculator

Work out what your Sukanya Samriddhi account will be worth. Enter what you deposit each year and your daughter’s age — you get the maturity amount, the year it is paid, how old she will be then, and the full twenty-one-year table. Current rate 8.2% a year.

Maturity amount
₹23,10,883
about ₹23.11 lakh
You deposit in total
₹7,50,000
Interest earned
₹15,60,883

Deposits run for 15 years, to 2041. The account matures in 2047, when your daughter is about 26.

50,000 × 15 years = 7,50,000 deposited → 23,10,883 at 8.2%

Depositing in April instead of monthly is worth ₹83,157 more. Interest is worked out on the lowest balance between the 5th of the month and the month’s end, so money paid in early April earns a full year of interest. The same total, paid in twelve instalments, does not.

Your daughter’s age when the money arrives

This is the rule people get wrong most often. The account matures twenty-one years after it is opened — not on her twenty-first birthday. Deposits always stop after fifteen years.

Age when openedDeposits stop at ageShe receives it at age
Under 1 15 21
2 17 23
5 20 26
7 22 28
9 24 30

An account may be opened any time from birth until she turns 10. Opening earlier does not change how much interest you earn on a given deposit — it changes how old she is when it is paid, and it gives you more years in which you are allowed to deposit before she is grown.

Year by year, on ₹50,000 a year at 8.2%

Deposits for the first 15 years, then six years of interest alone. This is the default above; change the inputs and the maturity figure updates, and the shape of this table stays the same.

YearOpening balanceDepositedInterestClosing balance
1 ₹0 ₹50,000 ₹2,221 ₹52,221
2 ₹52,221 ₹50,000 ₹6,503 ₹1,08,724
3 ₹1,08,724 ₹50,000 ₹11,136 ₹1,69,860
4 ₹1,69,860 ₹50,000 ₹16,149 ₹2,36,009
5 ₹2,36,009 ₹50,000 ₹21,574 ₹3,07,583
6 ₹3,07,583 ₹50,000 ₹27,443 ₹3,85,026
7 ₹3,85,026 ₹50,000 ₹33,793 ₹4,68,818
8 ₹4,68,818 ₹50,000 ₹40,664 ₹5,59,482
9 ₹5,59,482 ₹50,000 ₹48,098 ₹6,57,581
10 ₹6,57,581 ₹50,000 ₹56,142 ₹7,63,723
11 ₹7,63,723 ₹50,000 ₹64,846 ₹8,78,569
12 ₹8,78,569 ₹50,000 ₹74,264 ₹10,02,833
13 ₹10,02,833 ₹50,000 ₹84,453 ₹11,37,286
14 ₹11,37,286 ₹50,000 ₹95,478 ₹12,82,764
15 ₹12,82,764 ₹50,000 ₹1,07,408 ₹14,40,172
16 ₹14,40,172 ₹1,18,094 ₹15,58,266
17 ₹15,58,266 ₹1,27,778 ₹16,86,044
18 ₹16,86,044 ₹1,38,256 ₹18,24,299
19 ₹18,24,299 ₹1,49,593 ₹19,73,892
20 ₹19,73,892 ₹1,61,859 ₹21,35,751
21 ₹21,35,751 ₹1,75,132 ₹23,10,883

The shaded final six rows are years 16–21, when deposits are no longer allowed but interest keeps accruing. Those six years alone add ₹8,70,711 on this example — which is why closing the account early is expensive.

Maturity amount at a glance — yearly deposit × interest rate

Every figure is produced by the same calculation the tool uses, assuming monthly deposits for 15 years and a 21-year term. The 8.2% column is the current rate; the others show how sensitive the result is if the government revises it.

Deposit each year7.6%8%8.2%8.5%
₹12,000 ₹5,10,371₹5,39,449₹5,54,612₹5,78,169
₹24,000 ₹10,20,741₹10,78,898₹11,09,224₹11,56,337
₹50,000 ₹21,26,545₹22,47,705₹23,10,883₹24,09,036
₹75,000 ₹31,89,817₹33,71,557₹34,66,324₹36,13,553
₹1,00,000 ₹42,53,089₹44,95,410₹46,21,765₹48,18,071
₹1,50,000 ₹63,79,634₹67,43,114₹69,32,648₹72,27,107

Read across one row to see the rate risk. On the maximum deposit, the difference between 7.6% and 8.5% is ₹8,47,473 — over twenty-one years a small rate change compounds into a large amount, and the rate is reviewed every quarter.

How the maturity amount is worked out

The scheme is simpler than it looks. You may deposit for 15 years from the day the account is opened, between ₹250 and ₹1,50,000 in each financial year. Interest is compounded once a year. The account then runs on to 21 years from opening, and in those last six years you cannot deposit but the balance keeps earning. So the balance builds in two phases:

Years 1–15: balance = (previous balance + this year’s deposit) + interest
Years 16–21: balance = previous balance + interest

The detail that changes the answer is when in the year you pay. Interest is reckoned on the lowest balance between the close of the fifth day of the month and the end of that month. Pay the whole year’s deposit on or before 5 April and every rupee earns interest for all twelve months. Split it into twelve instalments and the April rupee earns twelve months but the March rupee earns one — on average a little over six months. That is the entire reason two honest calculators can show different numbers for the same deposit.

Because the rate is set by the government each quarter and applies to your whole balance when it changes, a 21-year projection is a projection and not a promise. Change the rate box above to see how much that matters for your own deposit.

A worked example, step by step

Take a parent depositing the maximum ₹1,50,000 every year at 8.2%, in twelve monthly instalments of ₹12,500.

  1. Year 1. Twelve instalments go in across the year, so they earn interest for an average of about six and a half months rather than twelve. Interest credited at the end of year 1 is ₹6,662, and the closing balance is ₹1,56,663.
  2. Years 2–15. Each year the previous closing balance earns a full year of interest, and that year’s fresh instalments earn their part-year. By the end of year 15 — the last year deposits are allowed — the balance is ₹43,20,516, against ₹22,50,000 actually paid in.
  3. Years 16–21. No more deposits, but the balance keeps compounding at 8.2% for six more years. That alone adds ₹26,12,132.
  4. Maturity. The account pays ₹69,32,648 — about ₹69.33 lakh — of which ₹46,82,648 is interest. That is 3.08 times the ₹22,50,000 deposited.

Now change one thing. Pay each year’s ₹1,50,000 as a single lump sum on 1 April instead of monthly, and the same ₹22,50,000 matures at ₹71,82,119₹2,49,471 more, purely from the deposit date. Over twenty-one years, when you pay is worth roughly 3.6% of the whole result.

Before you rely on the number

  • It is a projection at a constant rate. The government reviews the small savings rates every quarter and a change applies to your entire balance. Nobody can compute a 21-year maturity exactly, including this page.
  • A withdrawal changes everything after it. Taking the permitted fifty per cent at age eighteen for education stops that money compounding, so the maturity figure above no longer applies.
  • Missing the yearly minimum puts the account in default. It can be revived by paying the ₹250 minimum for each missed year plus a penalty; the balance keeps earning interest meanwhile.
  • Money above the ₹1,50,000 yearly ceiling earns nothing. There is no advantage in overpaying — the excess simply sits there and may be taken back.
  • Your post office or bank passbook is the authority. This calculator applies the scheme rules to the figures you type; the institution’s own record is what gets paid.

Frequently asked questions

How much will I get from Sukanya Samriddhi Yojana?

It depends on how much you put in each year, for how long, and the interest rate. At the current rate of 8.2% a year, depositing the maximum ₹1,50,000 every year for fifteen years gives about ₹69,32,648 when the account matures after twenty-one years — about ₹69.33 lakh — of which ₹22,50,000 is your own money and ₹46,82,648 is interest. That is roughly 3.08 times what you put in. Deposit ₹50,000 a year instead and you get about ₹23,10,883. The calculator above works out your own figure as you type, and shows the full year-by-year table so you can see the balance grow.

Does the account mature when my daughter turns 21?

No, and this is the single most common misunderstanding about the scheme. The account matures twenty-one years after the date the account was OPENED — not on your daughter’s twenty-first birthday. So if you open the account when she is five, it matures when she is twenty-six. Open it in her first year and it matures at about twenty-one. Open it at nine, the last year you are allowed to, and she will be thirty when it pays out. Deposits stop after fifteen years in every case, so an account opened at nine takes deposits until she is twenty-four and then simply earns interest for six more years. The table above shows this for each opening age. If you want the money to arrive nearer her twenty-first birthday, the only lever is opening the account earlier.

Is it better to deposit yearly or monthly?

Yearly, if you can — and by more than most people expect. Interest is worked out on the lowest balance between the close of the fifth day of the month and the end of the month, then credited once a year. So money deposited on or before the 5th of April earns interest for all twelve months, while the same amount split into twelve monthly instalments earns interest for an average of about six and a half months in its first year. On the maximum ₹1,50,000 a year, depositing as one lump sum early in April instead of monthly is worth about ₹2,49,471 more at maturity — on exactly the same ₹22,50,000 invested. The calculator lets you switch between the two so you can see the gap on your own numbers. If a lump sum is not realistic, deposit as early in each month as you can, and always before the 5th.

What is the current Sukanya Samriddhi interest rate?

8.2% a year, compounded annually, for the July–September 2026 quarter. Along with the Senior Citizen Savings Scheme this is the highest rate among the small savings schemes, and it has stayed at 8.2% since 1 January 2024. The important thing to understand is that the rate is not fixed for the life of your account: the government reviews the small savings rates every quarter and can change them, and the new rate then applies to your whole balance, not just to fresh deposits. That means no calculator can tell you your exact maturity amount twenty-one years ahead — including this one. Treat the figure as a projection at a constant rate, which is why the rate box above is editable: try a lower rate to see how sensitive your result is.

How much can I deposit in a year, and what if I miss a year?

The minimum is ₹250 in a financial year and the maximum is ₹1,50,000, in multiples of ₹100, and the maximum is a limit per account per financial year rather than per depositor. If you deposit less than the minimum in a year the account is treated as in default; you can revive it by paying the ₹250 minimum for each defaulted year plus a small penalty per year of default. A defaulted account still earns interest on the balance in it. Anything paid in above the ₹1,50,000 annual ceiling does not earn interest and can be withdrawn by the depositor at any time, so there is no benefit to overpaying.

Who can open an account, and how many?

A parent or legal guardian can open one account for a girl child at any time from her birth until she turns ten. A family may open a maximum of two accounts — one for each of two girls — with an exception allowing a third where twins or triplets are born, supported by the relevant certificate. Accounts are opened at any post office or at a branch of an authorised commercial bank. The account is in the girl’s name; the guardian operates it until she turns eighteen, after which she may operate it herself.

Can I take money out before 21 years?

Only in specific situations. Once your daughter turns eighteen, or has passed the tenth standard, you may withdraw up to fifty per cent of the balance standing at the end of the previous financial year, for her higher education, against proof of admission or a fee bill. Premature closure is allowed after she turns eighteen if she is getting married — the request must be made in the month before the marriage or within three months after it. Closure is also permitted on the death of the account holder, or, at the discretion of the authorities, in cases of genuine hardship such as life-threatening illness. Otherwise the balance stays until the twenty-one-year maturity. Note that a fifty per cent withdrawal at eighteen materially reduces the maturity figure this calculator shows, because the withdrawn amount stops compounding.

Is Sukanya Samriddhi Yojana tax free?

It has what is usually described as exempt-exempt-exempt treatment: deposits qualify for deduction under section 80C up to the overall ₹1.5 lakh limit, the interest that accrues each year is exempt, and the maturity amount is exempt. Two caveats are worth stating. The 80C deduction is shared with everything else in that basket — provident fund, life insurance premiums, ELSS, home-loan principal — so if those already fill your ₹1.5 lakh, an SSY deposit adds no further deduction. And section 80C is only available if you file under the old tax regime; there is no such deduction under the new regime, though the interest and maturity remain exempt either way. Tax rules change more often than the scheme rules do, so confirm the current position for your own return.

Why does this calculator show a different amount from my bank’s?

Almost always because of deposit timing. Many published SSY calculators quietly assume you deposit monthly; some assume one lump sum at the start of the year, which produces a figure a few per cent higher on identical money. Both are correct arithmetic for different deposit dates, and the gap is real money rather than a rounding difference — around ₹2,49,471 at the maximum deposit. This calculator makes the assumption explicit and lets you switch between the two, so you can match whichever convention you are comparing against. The remaining differences are usually a different interest rate, or a calculator that compounds monthly instead of annually — the scheme compounds annually.

Does anything I type here get sent anywhere?

No. The calculator runs on your own device — the arithmetic happens in the page itself, so your deposit amounts and your daughter’s age never leave your device, are never uploaded, stored or logged, and are not visible to us. Once the page has loaded you can even switch off your connection and it will keep working.

Sources

The scheme rules and the current rate were checked against the following, not taken from a single secondary summary. Several Government of India pages block automated checks or move their URLs, so the stable references are linked here.

Where the sources genuinely differ — chiefly the deposit-timing convention that makes published maturity figures disagree by a few per cent — this page shows both conventions instead of picking one and presenting it as the answer.

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