SWP (Systematic Withdrawal Plan) Calculator

₹ 500000
₹ 500000
₹ 500000
₹ 500000

Total Investment

Total Withdrawal

Final Value

0.00

0.00

0.00

Understanding the Systematic Withdrawal Plan (SWP) Calculator

A Systematic Withdrawal Plan (SWP) is a popular financial tool used to withdraw a fixed amount of money from your investments at regular intervals, while the remainder continues to grow with interest. It is an excellent strategy for individuals looking to create a steady income stream, especially during retirement. Here’s an explanation of how the SWP Calculator works, using an example investment of ₹500,000 over 1 year, with a monthly withdrawal of ₹10,000.


Key Components of SWP Calculation:

  1. Total Investment (₹): This is the amount you initially invest in the plan. In our example, you start with an investment of ₹500,000.

  2. Withdrawal Per Month (₹): This is the fixed amount you choose to withdraw each month. In this case, you opt for a withdrawal of ₹10,000 per month.

  3. Expected Return Rate (p.a.): This represents the anticipated annual rate of return on your investment. For this example, we assume an 8% annual return.

  4. Time Period (Years): The total duration for which you plan to make withdrawals from your investment. In this scenario, you choose a period of 1 year.


How SWP Works: Example Calculation

Let’s understand how your investment works over the course of 1 year when withdrawals are made at a fixed rate.

YearWithdrawal (₹)Interest Earned (₹)Remaining Investment (₹)
1₹10,000 per month₹33,000₹500,000 – ₹120,000 + ₹33,000 interest = ₹413,000
Total₹120,000₹33,000₹413,000

Details of Each Column:

  • Withdrawal (₹): Every month, ₹10,000 is withdrawn from your investment.

  • Interest Earned (₹): Over the year, you earn interest at the rate of 8% p.a. The interest is added to your remaining balance monthly, as your investment continues to grow despite withdrawals.

  • Remaining Investment (₹): This is the remaining corpus after withdrawals and interest. The remaining amount gradually decreases over the year as the monthly withdrawals are made.