PPF Calculator
Plan your Public Provident Fund investments and calculate maturity amount, interest earned, and growth over time.
How It Works
Enter Annual Contribution
Input the amount you plan to deposit each year into your PPF account.
Choose Tenure
Select the number of years you want your PPF account to grow.
Select Interest Rate
Enter the current PPF interest rate offered by the government.
View Maturity & Interest
See your total maturity amount, interest earned, and growth over the selected period.
For Example:
If you contribute ₹1,50,000 annually for 3 years at 7% annual interest, your PPF account will earn interest each year, growing steadily through compounding.
Year-wise Maturity Table
Year | Contribution (₹) | Interest Earned in Year (₹) | Total Interest Till Now (₹) | Maturity (₹) |
---|---|---|---|---|
Year 1 | ₹1,50,000 | ₹10,500 | ₹10,500 | ₹1,60,500 |
Year 2 | ₹1,50,000 | ₹11,235 | ₹21,735 | ₹3,21,735 |
Year 3 | ₹1,50,000 | ₹12,021 | ₹33,756 | ₹4,71,756 |
Tips & Best Practices
Start Early
The earlier you start a PPF account, the more time your money has to grow through compounding. Even small annual contributions can accumulate significantly over time.
Maximize Contributions
Contribute the maximum allowed amount each financial year to take full advantage of tax benefits and compounding growth. The current maximum is ₹1.5 lakh per year.
Regular Monitoring
Track your PPF contributions and interest accruals yearly to ensure you’re on track for your financial goals. Adjust contributions if needed to maximize returns.
Reinvest Interest
All interest in a PPF account is automatically compounded annually. Avoid early withdrawals to maximize compounding and growth over the long term.
Tax Benefits
PPF contributions qualify for deductions under Section 80C, and interest earned is tax-free. This makes PPF a powerful tool for both saving and tax planning.
Align with Long-Term Goals
PPF is ideal for long-term objectives like retirement or children's education. Plan your tenure and contributions according to these goals for optimal financial planning.