SWP Calculator

What is SWP (Systematic Withdrawal Plan)

A systematic withdrawal plan (SWP) allows investors to regularly withdraw a fixed sum from their investment account, usually on a monthly basis. This type of plan can be a good way to ensure you have a steady income stream, while still allowing investments to grow over time.

For example, suppose you invested Rs. 1,00,000 in a fund. Under the SWP plan, then you would request the fund to withdraw Rs. 8,333 every month. Leftover money would remain invested and keep on growing at some interest rate depending upon the market condition. This would continue until the entire investment amount is withdrawn.

Why opt SWP Plan?

A Systematic Withdrawal Plan (SWP) is a fixed, steady income stream that you can create by investing in debt and equity mutual funds.

A SWP offers the following advantages:

1. You get a monthly income that is steady and predictable.
2. Your capital remains invested and thus grows with time.
3. You can invest in equity mutual funds depending on your risk appetite and investment goals.
4. You can stop your SWP prematurely, if needed, without having to sell any investments.

Things to consider when opting for SWP

When setting up a systematic withdrawal plan, there are a few things investors should keep in mind.

First, they should consider how much money they will need each month and how much they can afford to withdraw without affecting their overall investment portfolio. Additionally, investors should choose an investment account that offers regular payouts, such as a mutual fund or dividend-paying stock.

What are withdrawal options in SWP

An investor can withdraw a fixed amount from the Systematic Withdrawal Plan either:

• Monthly
• Quarterly
• Bi-annually
• Annually

How is SWP calculated & the formula used?

Systematic Withdrawal Plan or SWP is an investment plan offered by mutual fund companies where an investor can withdraw a fixed sum of money at periodic intervals. The intervals can be monthly, quarterly or yearly.

The formula for the calculation of SWP is –

SWP = [Investment Value – (No. of Withdrawals x Withdrawal Amount)] / No. of Periods till Maturity

Where,
SWP = Systematic Withdrawal Plan
Investment Value = Current Net Asset Value (NAV) of the scheme
No. of Withdrawals = Number of times you plan to withdraw funds from the scheme
Withdrawal Amount = Final withdrawal amount from the scheme
No. of Periods till Maturity = Number of periods till maturity of the scheme in which you will continue to receive payments

Systematic Withdrawal Plan is a good option for investors who want to receive regular income from their investments without having to sell their units. It is also a good option for those who do not want to take the risk of timing the market.

However, there are some disadvantages of systematic withdrawal plan as well. Since the investor continues to receive payments even when the markets are down, the value of the investment gets eroded. Also, if the investor plans to withdraw a large amount at one go, it might result in capital gains tax liability.

How to use the Equirus Wealth SWP calculator?

The Equirus Wealth systematic withdrawal plan calculator is a valuable tool for investors who are looking for a way to generate income from their investment portfolios. The calculator allows users to input their portfolio value, desired monthly income, and preferred withdrawal rate. The tool then uses these inputs to generate a customized withdrawal plan that aims to provide the desired income while preserving the value of the portfolio.

The Equirus Wealth systematic withdrawal plan calculator is a valuable tool for investors who are looking for a way to generate income from their investment portfolios.

What are the benefits of using SWP calculator?

• Helps investors plan their investments by specifying the amount of time over which they wish to spread their investment.
• Allows for a set withdrawal amount to be taken from an investment account on a set schedule, providing a sense of security and regular income.
• Can help investors achieve a higher expected return rate on their investments by taking profits regularly as opposed to letting them accumulate.