Content
- What is SIP?
- What’s the 8-4-3 SIP Rule?
- Advantages of the 8-4-3 Rule of Compounding
- Example of the Effect of the 8-4-3 Investment Rule
- Strategies to Maximise Interest/Returns with the 8-4-3 Rule
- Conclusion
When it comes to wealth creation, Indian stock market traders often turn to Systematic Investment Plans (SIPs) for their simplicity and effectiveness. If you’ve been searching for concepts like the SIP Rule, 8-4-3 rule of SIP, or 8-4-3 rule of compounding, you’re likely intrigued by a strategy that promises exponential growth through disciplined investing.
Known as the 8-4-3 rule or 8-4-3 investment rule, this approach highlights how small, consistent investments can grow into a substantial corpus over time. In this article, we’ll explore what the 8-4-3 rule entails, its benefits, and how you can apply it to achieve your financial goals in the Indian market. Let’s get started!
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Frequently Asked Questions
The 8-4-3 rule assumes an average annual return of 12%. For example, a monthly SIP of ₹10,000 can grow to ₹47.6 lakh in 15 years, nearly tripling your investment. Actual returns depend on market conditions and fund performance.
The 8-4-3 investment rule works best for investments that benefit from compounding, like equity mutual funds via SIPs. It’s less effective for fixed-return instruments like FDs, as they don’t offer exponential growth.
The 8-4-3 rule of SIP is designed for long-term horizons (15 years or more) to fully leverage compounding. Applying it to shorter periods may not yield the same exponential growth, as the doubling effect requires time.
Yes, market volatility can impact returns, as mutual funds are market-linked. However, the rules of SIP like rupee cost averaging help mitigate this by allowing you to buy more units when prices are low, smoothing out fluctuations over time.