PPF Calculator

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Calculate the maturity value of a Public Provident Fund (PPF) account from annual contributions, rate, and tenure.

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Calculators
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Estimating the maturity value of a long-term PPF account from yearly contributions
⚠ Assumes each year's contribution is deposited at the BEGINNING of the year (annuity-due), the standard real-world PPF convention. The 7.1% default is a labeled example, not a current or guaranteed rate - PPF rates are set quarterly by the government and change over time, so enter the actual rate that applies to you.
PPF Maturity Value
Total contributed: $2,250,000.00 Total interest: $1,818,209.22 Maturity value: $4,068,209.22 Formula (beginning-of-year deposits): FV = C × (((1+r)^n − 1) ÷ r) × (1 + r)
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Overview

Enter an annual contribution amount, an annual interest rate, and a tenure in years to calculate the maturity value of a Public Provident Fund (PPF) account - a long-term, government-backed savings scheme built around fixed annual (not arbitrary-frequency) deposits. This calculator explicitly assumes each year's contribution is deposited at the BEGINNING of that year (an annuity-due), which is the standard real-world PPF convention, since a deposit made early in the financial year earns a full year of interest rather than none: FV = C × (((1+r)^n − 1) ÷ r) × (1 + r). This differs from the Future Value Calculator's periodic-contribution mode, which models END-of-period (ordinary annuity) deposits at any frequency you choose - PPF's annual, beginning-of-year deposit structure is a distinct, well-known workflow of its own. The interest rate is a fully editable input with a labeled example default, not a hardcoded "current" rate, since PPF rates are set quarterly by the relevant government authority and change over time. Runs entirely client-side, and this is an informational estimate, not financial advice.

Best for: Estimating the maturity value of a long-term PPF account from yearly contributions

How to use this tool

  1. Enter the annual contribution. The amount deposited once per year, assumed to land at the beginning of each year.
  2. Enter the interest rate and tenure. The annual interest rate (editable - not a hardcoded "current" rate) and the number of years.
  3. Read the maturity value. Total contributed, total interest earned, and the final maturity value.

Frequently asked questions

Beginning of each year (an annuity-due) - the standard real-world PPF convention, since a deposit made early in the financial year earns a full year's interest. This is explicitly documented rather than left ambiguous, and it's why the formula includes an extra × (1 + r) factor compared to a plain end-of-period annuity.

The Future Value Calculator's contribution mode assumes deposits land at the END of each compounding period (an ordinary annuity) and supports arbitrary frequencies (monthly, quarterly, etc.). PPF is specifically an annual, beginning-of-year deposit scheme, so this calculator models that exact convention rather than the more general, but timing-different, ordinary-annuity math.

No - it's a labeled example only. PPF interest rates are set quarterly by the relevant government authority and change over time, so always enter the actual current rate rather than relying on this calculator's default.

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