EPF Calculator

  • Basic salary
  • Dearness allowance
  • Employee Contribution
  • Employer contribution
  • Total contribution

EPF Calculator Online: Calculate Provident Fund (PF) Balance, Interest Rate For Free

The Provident Fund (PF) scheme is a popular investment option designed to ensure a steady income after retirement. Investors contribute to this scheme to achieve their financial goals and secure their future post-retirement..

To help you understand how much you've invested in your PF and the amount you'll receive upon maturity, you can use a PF calculator. The Employees' Provident Fund (EPF) or PF calculator is readily available online..

Using a PF calculator online, you can estimate the amount you’ll receive after retiring from your job. You only need to enter your contribution amount, and the calculator will do the rest..

How To Calculate PF? Things To Know

You should keep the following things handy before you use Jagran's EPF calculator free of cost online..

- Your basic monthly salary including Dearness Allowance
- Your contribution to the EPF
- Your employer’s contribution
- Your retirement age
- Your current EPF balance
- Current EPF interest rate.

How to Use Jagran's Free EPF Calculator?

1. Enter the Contribution Amount: Begin by entering the amount you plan to contribute.
2. Interest Rate: The calculator will automatically update with the current EPF interest rate.
3. Set the Tenure: Use the slider to fill in the tenure or duration of your investment.
4. Select the Contribution Frequency: Choose whether contributions are made monthly, quarterly, half-yearly, or yearly.
5. Calculate: After entering all the details, select the “Calculate“ button to find out the total amount you will receive after retirement..

How Does The EPF Calculator Help You?

- The online EPF calculator allows you to estimate the amount you will receive upon maturity.
- It helps you determine the monthly investment required to achieve your financial goals.
- You can track your total contributions, accrued interest, and the final maturity amount.