Summary
The rule of 8-4-3 shows how monthly investments -- when done consistently over a 15-year period -- can lead to wealth creation assuming annual return of around 12%

As a mutual fund investor, if you want to create wealth and achieve financial goals by making small investments via SIPs, then it is important to be aware of the 8-4-3 rule of SIP.
The rule of 8-4-3 shows how monthly investments -- when made consistently over a 15-year period -- can lead to substantial wealth creation, so long as the corpus yields a consistent 12% return each year.
This personal finance rule states that to create wealth, investors need to maintain a 15-year horizon. This time period can be further divided into three parts:
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First 8 years: The corpus tends to grow slowly but steadily during the first 8 years. The returns are not too great at the start because the capital is small. Later, compounding kicks in, and this investment starts to grow.
Next 4 years: Compounding starts working more aggressively. The returns you earned in the first 8 years start delivering additional income. Consequently, you see the same growth over the next 4 years as you did in the first 8 years. The pace of compounding accelerates during these 4 years.
Final 3 years: The shortest time period (3 years) delivers the same growth as the previous 4 years because the base has grown larger in the first dozen years. This happens because of a snowball effect.
To put it simply, the incremental growth that initially takes 8 years takes only 4 years and finally only 3 years for the wealth to grow. This underscores the importance of patient, long-term investing.
₹10,000 invested via SIPs for 15 years
(Investment has given 12% annual return)
Let us understand this with an example. Suppose you invest ₹10,000 via SIPs in mutual funds that deliver a 12% return per annum. After 8 years, your investment would grow into ₹16 lakh.
After 4 subsequent years, this investment would grow into ₹32.22 lakh, which is double the corpus at the end of 8 years. And if you continue to invest ₹10,000 for another 3 years, your total investment would accumulate to ₹50 lakh (see the table above).
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