Savings calculator

PPF calculator

Project a Public Provident Fund account year by year: deposits, interest and the balance at maturity, with optional 5-year extensions. The default rate is the currently notified rate, and you can change it.

Current PPF rate: 7.1% a year for 1 October to 31 December 2026, the third quarter of FY 2026-27, as checked on 26 October 2026. The National Savings Institute lists 7.1% from 1 April 2020 to 30 September 2026 (Source: National Savings Institute, Ministry of Finance (Department of Economic Affairs), checked 26 October 2026), and the Department of Economic Affairs memorandum of 30 September 2026 keeps small savings rates unchanged for October to December 2026 (Source: Department of Economic Affairs (Budget Division), Ministry of Finance, checked 26 October 2026). The government notifies these rates every quarter, so the rate will probably change over the life of the account.

Calculator

Between ₹500 and ₹1,50,000, in multiples of ₹50. If you pay monthly, use a multiple of ₹600 so each instalment is a multiple of ₹50.

Default: 7.1%, notified for 1 October to 31 December 2026, the third quarter of FY 2026-27.

Assumes you open the account by 5 April of the opening year.

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Your projection

Balance at maturity
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Total deposited
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Total interest
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Financial years
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PPF rules the calculator follows

By default the calculator runs to maturity: the opening year plus 15 full financial years, with a deposit in each of the 16 years. Many calculators show only 15 deposits; choose "15 years only" to compare with them, but note that this stops one year before the account matures. The projection assumes you open the account and make each year's deposit by 5 April (or each monthly instalment by the 5th). If you open it later in the opening year, that year earns interest for fewer months, so the first year shown here is an upper estimate.

The calculation

For each financial year, with Bm the balance in month m after any deposit made by the 5th and R the yearly rate as a decimal:

Interest for the year = Σm=1…12 Bm × R ÷ 12

The year's interest is added to the balance at 31 March and earns interest from the next year. With one deposit by 5 April, every month has the same balance, so the year's interest is simply (opening balance + deposit) × R, and n equal yearly deposits D grow to D × [(1 + R)n − 1] ÷ R × (1 + R), with n = 16 to maturity or 15 for the common illustration.

Worked examples

  1. Hand check: ₹1,000 by 5 April each year at 10%. Year 1: 1,000 × 10% = ₹100 interest, balance ₹1,100. Year 2: (1,100 + 1,000) × 10% = ₹210, balance ₹2,310.
  2. ₹1,50,000 by 5 April in each of the 16 years to maturity at 7.1%: deposits ₹24,00,000, interest ₹21,17,702, maturity balance ₹45,17,702, if the rate never changed.
  3. The common 15-deposit illustration stops at the end of year 15 with ₹40,68,209, one year before maturity. If you deposit only the ₹500 minimum in year 16, the balance and that deposit each earn a year's interest: 40,68,209 × 1.071 = 43,57,052, plus 500 × 1.071 = 536, giving ₹43,57,588 at maturity. Skipping the year altogether would make the account discontinued (see "Missed years" above).
  4. The same ₹1,50,000 a year paid as ₹12,500 by the 5th of each month for 16 years gives ₹43,80,435: each instalment earns interest for fewer months.

Sources

The rate and rules were read on 26 October 2026 on the Department of Economic Affairs and National Savings Institute websites (both Ministry of Finance), opened in a web browser. SBI's PPF pages are a secondary check and state the same 7.10% rate.

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