top of page
Inaugurated by IN-SPACe
ISRO Registered Space Tutor

S7-SA7-0405

What is Systematic Withdrawal Plan (SWP)?

Grade Level:

Class 12

AI/ML, Physics, Biotechnology, FinTech, EVs, Space Technology, Climate Science, Blockchain, Medicine, Engineering, Law, Economics

Definition
What is it?

A Systematic Withdrawal Plan (SWP) is a service offered by mutual funds that allows investors to withdraw a fixed amount of money at regular intervals, like monthly or quarterly, from their investment. It's like setting up a regular 'salary' from your savings, helping you manage your expenses while your remaining investment continues to grow.

Simple Example
Quick Example

Imagine your parents have invested money in a mutual fund for your future. Instead of taking out all the money at once, they can use an SWP to get Rs 5,000 every month. This Rs 5,000 can cover your tuition fees or pocket money, and the rest of the investment stays in the fund, potentially earning more.

Worked Example
Step-by-Step

Let's say your aunt invested Rs 10,00,000 in a mutual fund. She decides to set up an SWP to withdraw Rs 10,000 every month.

---Step 1: Initial Investment = Rs 10,00,000.

---Step 2: Monthly SWP amount = Rs 10,000.

---Step 3: In the first month, Rs 10,000 is withdrawn. Remaining investment = Rs 10,00,000 - Rs 10,000 = Rs 9,90,000.

---Step 4: Let's assume the remaining Rs 9,90,000 grows by 0.5% in that month. New value = Rs 9,90,000 * (1 + 0.005) = Rs 9,94,950.

---Step 5: In the second month, another Rs 10,000 is withdrawn from Rs 9,94,950. Remaining investment = Rs 9,94,950 - Rs 10,000 = Rs 9,84,950.

---Step 6: This process continues. Each month, a fixed amount is withdrawn, and the remaining amount continues to be invested, potentially growing further. Your aunt gets a steady income while her investment balance changes based on withdrawals and market performance.

Answer: After two withdrawals and one month's growth, the investment balance is Rs 9,84,950.

Why It Matters

Understanding SWPs is crucial for financial planning, especially as you think about future careers in FinTech or Economics. Financial advisors use SWPs to help people manage their retirement funds or create regular income streams. This concept helps in building smart money management skills, which are useful in any career path, from Engineering to Medicine.

Common Mistakes

MISTAKE: Thinking SWP guarantees a fixed return on your investment. | CORRECTION: SWP is about withdrawing a fixed amount; the remaining investment's value still depends on market performance and can go up or down.

MISTAKE: Believing SWP is only for retired people. | CORRECTION: SWP can be used by anyone who needs a regular income from their investments, like students needing money for higher education or young professionals saving for a goal.

MISTAKE: Assuming the withdrawal amount will never reduce the initial investment. | CORRECTION: If the withdrawal amount is too high or the market performs poorly, the SWP can indeed reduce your initial capital over time.

Practice Questions
Try It Yourself

QUESTION: Your uncle has an investment of Rs 5,00,000 and wants to withdraw Rs 5,000 every month using an SWP. What will be his investment balance after the first withdrawal? | ANSWER: Rs 4,95,000

QUESTION: A person starts an SWP of Rs 15,000 per month from an initial investment of Rs 12,00,000. If the remaining investment grows by 1% in the first month, what is the value of the investment before the second withdrawal? | ANSWER: Rs 12,00,000 - Rs 15,000 = Rs 11,85,000. Then, Rs 11,85,000 * (1 + 0.01) = Rs 11,96,850.

QUESTION: Mrs. Sharma has Rs 20,00,000 in a mutual fund and starts an SWP of Rs 20,000 monthly. If the fund's value decreases by 0.5% in the first month after the first withdrawal, and then increases by 1% in the second month after the second withdrawal, what is her investment balance after two withdrawals and two months of market changes? | ANSWER: Step 1: Initial = Rs 20,00,000. Step 2: After 1st withdrawal = Rs 20,00,000 - Rs 20,000 = Rs 19,80,000. Step 3: After 1st month's decrease = Rs 19,80,000 * (1 - 0.005) = Rs 19,70,100. Step 4: After 2nd withdrawal = Rs 19,70,100 - Rs 20,000 = Rs 19,50,100. Step 5: After 2nd month's increase = Rs 19,50,100 * (1 + 0.01) = Rs 19,69,601. Final Balance: Rs 19,69,601.

MCQ
Quick Quiz

Which of the following is the primary purpose of a Systematic Withdrawal Plan (SWP)?

To guarantee a fixed return on investment.

To withdraw a fixed amount of money at regular intervals from an investment.

To invest a fixed amount of money at regular intervals.

To double the invested money quickly.

The Correct Answer Is:

B

An SWP is specifically designed to allow investors to withdraw a fixed sum regularly, providing a steady income. Options A and D are incorrect as SWPs do not guarantee returns or quick doubling of money. Option C describes a Systematic Investment Plan (SIP), which is the opposite of an SWP.

Real World Connection
In the Real World

Many Indian families use SWPs to fund their children's higher education expenses or manage household budgets after retirement. For example, a retired government employee might set up an SWP from their mutual fund investments to receive a fixed amount every month, similar to how they received a salary, helping them cover daily expenses like groceries, utility bills, or even travel plans.

Key Vocabulary
Key Terms

MUTUAL FUND: A professionally managed investment fund that pools money from many investors to purchase securities. | INVESTMENT: An asset or item acquired with the goal of generating income or appreciation. | WITHDRAWAL: The act of taking money out of an account. | REGULAR INTERVALS: Happening at fixed times, like monthly or quarterly. | CAPITAL: The money or assets owned by a person or company.

What's Next
What to Learn Next

Now that you understand SWP, you should explore Systematic Investment Plan (SIP). SIP is the opposite of SWP – it's about investing fixed amounts regularly. Learning about SIP will give you a complete picture of how regular investments and withdrawals work in mutual funds.

bottom of page