Retirement
How To Calculate PPF Maturity
The Public Provident Fund is a long-term, tax-free savings account. A fixed amount is contributed each year, interest is credited annually and compounds, and the whole balance is free of tax at maturity.
Quick Answer
Maturity = C x ((1 + r)^n - 1) / r x (1 + r)
- C
- Yearly contribution
- r
- Annual interest rate as a decimal
- n
- Number of years
Contributing 1,50,000 a year for fifteen years at 7.1 percent builds a maturity value of about 40,68,209 rupees. You put in 22,50,000 and compounding adds roughly 18,18,209, which is about 45 percent of the final balance.
What Is PPF Maturity?
The Public Provident Fund is a government-backed savings scheme with a fifteen-year term. You contribute a fixed amount each year within the statutory limits, interest is credited every year and the balance compounds.
The account works on an annuity-due pattern. Each yearly contribution is treated as arriving at the start of the year, so the first year's contribution compounds for the full fifteen years while the last one compounds for a single year.
Because early contributions compound for longer, they do far more work than late ones. A rupee contributed in year one compounds fifteen times, while the same rupee contributed in year fifteen compounds once.
The maturity value is the yearly contribution multiplied by the annuity-due factor, which is one plus the rate raised to the number of years, minus one, divided by the rate, and then multiplied by one plus the rate.
The factor looks intimidating but it is just the standard future value of a series of equal payments where each payment is made at the beginning of the period rather than the end.
The amount you actually invested is simply the contribution times the number of years. The interest earned is the maturity value minus that invested amount, and it is usually the larger share of the final balance over a full fifteen-year term.
PPF follows exempt-exempt-exempt treatment. The contribution qualifies for deduction under the relevant section, the interest accrues free of tax and the maturity proceeds are not taxed, which is why the effective return beats a taxable deposit at the same headline rate.
The rate is set by the government and reviewed quarterly. It has moved between roughly seven and eight percent over the years, so the rate you enter should be the one currently in force rather than a historical figure.
The term is fifteen years, but it can be extended in blocks of five years after maturity. Extension keeps the account alive and lets the balance keep compounding, which is why some savers treat PPF as a retirement vehicle rather than a fifteen-year product.
Contributions are capped. There is a minimum to keep the account active and a maximum above which no further contribution earns interest, so entering a figure beyond the cap overstates the maturity value.
Partial withdrawals are permitted from the seventh financial year, within limits linked to the balance at the end of the second preceding year. A loan against the balance is also available in the early years, which is a useful feature when cash is tight.
Maturity is not automatic in the sense that the account does not close itself. You must apply to withdraw or to extend, and leaving the account unattended after maturity means the balance may earn a lower post-maturity rate.
A PPF account suits a saver who wants a predictable, tax-free, government-backed return and is willing to lock money away for a long time. For anyone who may need the money sooner, the long lock-in and withdrawal rules are the main drawback.
The calculator models the figures you enter and nothing more. It assumes the rate stays constant for the whole term, which is not how PPF actually works, so treat the output as a projection and re-run it when the notified rate changes.
Formula
Maturity = C x ((1 + r)^n - 1) / r x (1 + r)
The future value of a yearly contribution made at the start of each year, compounded annually.
| Symbol | Meaning | Unit | Notes |
|---|---|---|---|
| C | Yearly contribution | currency | Amount added each year. |
| r | Annual rate | rate | Notified PPF rate as a decimal. |
| n | Years | years | Number of contribution years. |
Interest = Maturity - C x n
The part of the maturity value that compounding adds on top of your own contributions.
| Symbol | Meaning | Unit | Notes |
|---|---|---|---|
| M | Maturity | currency | Maturity value of the account. |
| C | Yearly contribution | currency | Amount added each year. |
| n | Years | years | Number of contribution years. |
How To Calculate PPF Maturity
- 1
Total up the contributions
Multiply the yearly contribution by the number of years to see how much of your own money went in.
- 2
Apply the annuity factor
Raise one plus the rate to the number of years, subtract one and divide by the rate to get the ordinary annuity factor.
- 3
Adjust for contributions at the start
Multiply the factor by one plus the rate, because each yearly contribution is made at the beginning of the year.
- 4
Multiply by the contribution
Multiplying the adjusted factor by the yearly contribution gives the maturity value.
- 5
Split principal from interest
Subtract the total contributions from the maturity value to see the interest earned and its share of the final balance.
Examples
Example 1: 1,50,000 a year for 15 years at 7.1 percent
- Yearly contribution
- 150000
- Interest rate
- 7.1%
- Tenure
- 15
| Step | Calculation | Result |
|---|---|---|
| Total invested | 150000 x 15 | 2250000 |
| Annuity factor | ((1.071)^15 - 1) / 0.071 x 1.071 | 27.1214 |
| Maturity value | 150000 x 27.1214 | 4068209.22 |
| Interest earned | 4068209.22 - 2250000 | 1818209.22 |
| Interest as share | 1818209.22 / 4068209.22 | 0.4469 |
Result: The account matures at 4068209.22 from 2250000 invested, so compounding adds 1818209.22, which is 0.4469 of the balance.
Example 2: The same account extended to 20 years
- Yearly contribution
- 150000
- Interest rate
- 7.1%
- Tenure
- 20
| Step | Calculation | Result |
|---|---|---|
| Total invested | 150000 x 20 | 3000000 |
| Annuity factor | ((1.071)^20 - 1) / 0.071 x 1.071 | 43.3005 |
| Maturity value | 150000 x 43.3005 | 6495075.66 |
| Interest earned | 6495075.66 - 3000000 | 3495075.66 |
| Interest as share | 3495075.66 / 6495075.66 | 0.5381 |
Result: Extending to 20 years lifts the maturity value to 6495075.66, with interest of 3495075.66 making up 0.5381 of the balance, because the extra years compound the whole account.
Calculator
Maturity value
$4,068,209.22
- Total invested
- $2,250,000.00
- Interest earned
- $1,818,209.22
- Interest as share
- 44.69%
Values update as you type. This calculator covers the single scenario its formula assumes — see Common Mistakes for what it leaves out.
Prefer a full-width tool? Open the PPF Maturity calculator page.
Common Mistakes
Assuming the rate stays fixed
The PPF rate is reviewed quarterly and changes over time. A fifteen-year projection at today's rate is a scenario, not a promise.
Contributing above the cap
There is an annual maximum above which further contributions earn no interest. Entering a higher figure inflates the maturity value.
Forgetting the money is locked in
The term is fifteen years and withdrawals are restricted until the seventh year. Treating PPF as an emergency fund is a mistake.
Ignoring the effect of late contributions
Because each contribution compounds for the years remaining, a rupee put in early is worth far more than the same rupee put in late. Front-loading the contribution helps.
Letting the account lapse after maturity
An account left unattended after maturity may earn a lower rate. Applying to extend or withdraw keeps the money working at the full rate.
Comparing the headline rate with a taxable deposit
PPF is tax-free at all three stages, so its effective return beats a taxable deposit at the same quoted rate. Compare post-tax, not pre-tax.
Overlooking the deduction cap
The contribution deduction sits within an overall limit shared with other eligible investments, so the full contribution may not always reduce taxable income.
FAQ
How is PPF maturity calculated?
Each yearly contribution is compounded for the years remaining, so the account behaves like an annuity due. The maturity value is the contribution times the annuity-due factor for the rate and number of years.
Is PPF interest tax-free?
Yes. PPF follows exempt-exempt-exempt treatment: the contribution qualifies for deduction, the interest is free of tax and the maturity proceeds are not taxed.
What is the PPF tenure?
The initial term is fifteen years. It can be extended in blocks of five years after maturity, which is why some savers keep the account running much longer.
Can I withdraw before maturity?
Partial withdrawals are permitted from the seventh financial year, within limits linked to the balance at the end of the second preceding year, and a loan against the balance is available earlier.
What rate should I enter?
Use the rate currently notified by the government, not a historical figure. The rate is reviewed quarterly and has moved between roughly seven and eight percent.
Why do early contributions matter so much?
Because the account compounds annually, a contribution made in year one earns interest for fifteen years while one made in year fifteen earns for one. Earlier money does far more work.
References
- [1]National Savings Institute, Public Provident Fund scheme — https://www.nsiindia.gov.in/
- [2]Reserve Bank of India, PPF interest rates — https://www.rbi.org.in/
- [3]Investopedia, Annuity due — https://www.investopedia.com/terms/a/annuitydue.asp