What is the return rate of SWP in the last 10 years?

What is the return rate of SWP in the last 10 years?

There is no single return rate for taking regular cash out of an investment over ten years. The result varies with the fund held, its price changes, and when and how much cash is taken out. A fixed monthly payout does not mean the fund has earned a fixed rate.

To understand SWP meaning, start with its full form: Systematic Withdrawal Plan. It lets you take money out of a mutual fund at set times by selling units. An SWP Calculator models how these payouts may affect the balance, based on the inputs you provide.

Why there is no common rate

An SWP is a way to withdraw money, not an asset with its own rate of return. A stock fund and a debt fund may thus give different results.

The last ten years also need a start date and an end date. Even in one fund, the first payout date and monthly sum affect the units left. A ten year rate needs a named fund, plan, dates, and cash flows.

Keep cash taken out separate from gains

Suppose you invest ₹10,00,000 and withdraw ₹5,000 each month. Over a full year, you receive ₹60,000. That is 6% of the starting sum. It is the rate at which you take cash out, not the fund’s return. Understanding SWP meaning helps distinguish regular withdrawals from actual investment gains.

Each payout comes from units sold. The cash may include both your own money and gains. If the fund falls in value, you can still receive cash while units remain. Yet the sum left may shrink as units are sold for each payout.

Check how units are sold

Assume you take out ₹5,000 at a unit price of ₹50. With no charges, the fund must redeem 100 units. If the price is ₹40, the same payout needs 125 units. At ₹100, it needs 50 units.

This shows why the path of fund prices matters. Units sold in a fall cannot gain from a later rise. A tool that uses a fixed rate does not show all the effects of real price changes.

Find the actual ten year result

Start with the account statement for the exact scheme and plan. List the first sum paid in and its date. Add each sum paid in or taken out since then, with its date. Note what the units left are worth on the end date.

The XIRR function uses sums and dates in a spreadsheet to find an annualised rate. It tracks when cash goes in and comes out. Opening and closing sums alone do not show this.

Use a minus sign for cash paid in and a plus sign for cash taken out. Add the value left as a plus amount on the final date. Do not count it twice if all units were sold. Use matching amount and date ranges in the XIRR formula.

Keep total gain separate

Suppose ₹10,00,000 was invested, with no extra sums paid in. Over ten years, cash taken out totals ₹6,00,000, and the fund value left is ₹8,00,000.

The total is ₹14,00,000. Less the starting sum, the gain is ₹4,00,000 before any tax or charges not yet counted. This is a 40% total gain on the starting sum. It is not a 4% annual return. Dates are needed to work out XIRR.

Use the tool to test assumptions

Enter the starting sum, monthly payout, assumed yearly rate, and term. Set the term to ten years. Check if the tool places payouts at the start or end of each month. The timing can change the sum shown.

Run a zero return case first. With ₹10,00,000 invested and ₹5,000 withdrawn monthly, 120 payouts total ₹6,00,000. The balance would be ₹4,00,000, with no costs or tax. This example shows that payouts can continue with no gains at all.

Next, test other assumed rates. Mark each result as an estimate. A rate you enter is not proof of what a fund earned in the past ten years. Past results need real fund prices and cash flow records.

Check costs and risk

Check exit fees and tax rules for each sale of units. Fund costs are built into net asset values. Do not deduct them twice. Use the same basis to compare results before or after tax.

Also note the sum left, not just cash paid out. The units can run out as payouts take place. Taking cash out for ten years does not assure that the sum first paid in will stay intact.

Conclusion

There is no single ten year return rate for all SWPs. Use real dated cash flows to check past results and a tool to test what might happen next. Keep rates of cash taken out, total gains, and annualised returns separate when you review the result.