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Planning to withdraw your mutual fund investments? Before you do that, use the Bajaj Broking SWP calculator to plan your withdrawals better, so your corpus continues to grow even as you redeem a part of your portfolio.
A Systematic Withdrawal Plan (SWP) is an investment redemption strategy through which you can withdraw a fixed sum from your mutual fund corpus at frequent intervals. Throughout the tenure of the SWP, depending on how the assets in your mutual fund portfolio perform, you may continue to earn returns on the remaining corpus.
For example, say you have a mutual fund portfolio worth Rs. 10 lakhs, with 10,000 units whose NAV is Rs. 100 each. You decide to set up a monthly Systematic Withdrawal Plan and withdraw Rs. 10,000 regularly in instalments. Now, if the NAV of the scheme during the first month is Rs. 120, you will be able to redeem 83 units at this NAV and withdraw Rs. 10,000 (i.e. Rs. 120 x 83 units). This leaves you with 9,917 units in your mutual fund portfolio. Then, during the next month, say the NAV increases to Rs. 150. You can then redeem 67 units and withdraw Rs. 10,000 (Rs. 150 x 67 units). In this manner, you can systematically withdraw your mutual fund investments.
A SWP calculator is a free online tool that helps you evaluate how your mutual fund corpus will be affected once you implement your Systematic Withdrawal Plan. It calculates the future value of your mutual fund portfolio based on various parameters like the current investment value, the monthly withdrawal amount, the expected annual returns from the mutual fund scheme and the tenure of the SWP in years.
To use the Bajaj Broking SWP calculator online, here is what you need to do.
Step 1: Enter the total amount of investment present in your mutual fund portfolio.
Step 2: Enter the amount you wish to withdraw each month.
Step 3: Submit the expected annual rate of returns from the mutual fund scheme.
Step 4: Finally, enter the period of the SWP in years.
Step 5: Submit these details.
The SWP calculator then displays key information about the outcome of your Systematic Withdrawal Plan, such as the total current investment, the total withdrawals you will make over the SWP tenure and the final value of the portfolio at the end of this period.
The best SWP calculators offer several benefits to investors with long-term goals. These advantages include:
Financial Planning: A SWP calculator shows you how much you can withdraw regularly without depleting your principal. This helps you manage long-term goals effectively.
SWP Customisation: You can use an online SWP calculator to customise your withdrawal amount and frequency based on your unique financial needs.
Tax Planning: With a SWP calculator, you can also optimise your withdrawals for tax efficiency and potentially save money in the long run.
Informed Decisions: Since the best SWP calculators provide clear forecasts, you can better understand how withdrawals affect your portfolio and make informed decisions.
The SWP calculator essentially computes the final value of a mutual fund portfolio after the systematic withdrawals have occurred over a given period. So, here is what the SWP calculator formula looks like:
A = PMT x [(1 + r/n)nt — 1] ÷ r/n
Where:
A is the final or future value of the investment
PMT is the payment or withdrawal amount per period
r is the expected rate of returns from the mutual fund
n is the number of times the returns rate is compounded in one period
t is the number of periods over which the SWP is planned
An online SWP calculator eliminates the need to manually assess how your SWP investments will grow with time. Nevertheless, knowing the formula used by this free online tool can give you insights into how your SWP investments are compounded over the years. Check out the SWP calculator formula below:
A = P x [{(1 + r)n — 1} ÷ r ] x (1 + r)
Where:
A SWP plan calculator works on the following formula –
M = P × ({[1 + i]^n – 1} / i) × (1 + i).
In the above formula –
Take for example you want to invest Rs. 1,000 per month for 12 months at a periodic rate of interest of 12%.
then the monthly rate of return will be 12%/12 = 1/100=0.01
Hence, M = 1,000X ({[1 +0.01 ]^{12} – 1} / 0.01) x (1 + 0.01)
which gives Rs 12,809 Rs approximately in a year.
The rate of interest on a SWP will differ as per market conditions. It may increase or decrease, which will change the estimated returns.
Factor | Lumpsum Investment | SWP |
Investment Approach | Invest an amount all at once | Regular fixed investments at intervals |
Investment Frequency | One-time investment | Regular, typically monthly, quarterly or half-yearly |
Market Timing | Exposed to market timing risk | Reduces the impact of market timing |
Potential Returns | Can benefit from market upswings | Benefits from rupee-cost averaging |
Risk Management | Prone to market volatility | Reduces the impact of short-term fluctuations |
Discipline | No fixed commitment is required | Encourages disciplined investing |
Goal Horizon | Long-term investments | Short-term and long-term goals |
Capital Deployment | Immediate deployment | Gradual deployment over time |