Financial security is all about making prudent investment decisions. There is no need to fear investing in a volatile market. The key to success is to invest consistently and regularly rather than trying to catch short-term trends. The 8-4-3 rule of SIP is one such strategy for consistent long-term growth. It builds wealth steadily, helping you to save a large corpus by making small contributions regularly. This article explains how the 8-4-3 rule works, why it's so powerful as a wealth-building tool, and how to apply it to maximise returns.
A Systematic Investment Plan (SIP) enables investors to invest a fixed amount of money in mutual funds at regular intervals, usually monthly. The invested amount is used to buy units at the prevailing Net Asset Value (NAV). In a bear market, more units are bought; in a bull market, fewer units are purchased. This disciplined investment pattern helps to reduce the impact of market volatility and ensures long-term wealth creation through rupee cost averaging.
SIP provides flexibility by offering access to different asset classes, such as equities, debt, hybrid, and sector-specific funds, making it an attractive option for those looking to grow their savings in a structured manner.
The 8-4-3 rule is one of the strategic investment concepts describing how consistent investments, combined with the power of compounding, bring about great growth over time. It divides investment growth into three stages: initial, accelerated, and exponential.
During the first eight years, the investment grows steadily at an average annual return of around 12%. While this may seem like a slow growth rate initially, the trick lies in consistency. Consistent contributions to your investment, with the help of compounding, add up as the years progress.
After the first eight years, compounding becomes a more efficient force. Growth accelerates because the returns are now generating returns. Here, your investment doubles what it had gained in the first eight years due to the snowball effect of compounding. The money made during the first eight years is now used to create even more return growth.
The investment grows exponentially in the final three years (years 13-15). This is when the growth from the past four years repeats itself. That is, your investment doubles again and will go through growth similar to the acceleration phase. The money grows exponentially because your returns are compounded. In other words, the money earned starts generating returns at a growing rate due to the snowball effect.
The rule of compounding works in your favour for a long investment horizon. To build a large corpus using the 8-4-3 strategy, you don't need huge investment capital. However, you should inculcate discipline and ensure that you continue reinvesting the returns. Here's how your discipline and consistency can help you with higher returns:
To build a corpus of Rs 1 crore in 15 years, you can invest Rs 21,250 per month for 15 years with a modest rate of return of 12%. Here is how your investment will grow:
Year |
Beginning Balance |
Monthly SIP |
Money Invested |
Interest Earned |
Ending Balance |
1 |
0 |
21,250.00 |
2,55,000.00 |
2,48,253.19 |
2,69,503.19 |
2 |
2,69,503.19 |
21,250.00 |
2,55,000.00 |
2,82,432.94 |
5,73,186.13 |
3 |
5,73,186.13 |
21,250.00 |
2,55,000.00 |
3,20,947.54 |
9,15,383.67 |
4 |
9,15,383.67 |
21,250.00 |
2,55,000.00 |
3,64,346.75 |
13,00,980.42 |
5 |
13,00,980.42 |
21,250.00 |
2,55,000.00 |
4,13,250.07 |
17,35,480.48 |
6 |
17,35,480.48 |
21,250.00 |
2,55,000.00 |
4,68,355.55 |
22,25,086.04 |
7 |
22,25,086.04 |
21,250.00 |
2,55,000.00 |
5,30,449.79 |
27,76,785.83 |
8 |
27,76,785.83 |
21,250.00 |
2,55,000.00 |
6,00,419.14 |
33,98,454.97 |
9 |
33,98,454.97 |
21,250.00 |
2,55,000.00 |
6,79,262.34 |
40,98,967.31 |
10 |
40,98,967.31 |
21,250.00 |
2,55,000.00 |
7,68,104.84 |
48,88,322.15 |
11 |
48,88,322.15 |
21,250.00 |
2,55,000.00 |
8,68,214.79 |
57,77,786.94 |
12 |
57,77,786.94 |
21,250.00 |
2,55,000.00 |
9,81,021.19 |
67,80,058.14 |
13 |
67,80,058.14 |
21,250.00 |
2,55,000.00 |
11,08,134.27 |
79,09,442.40 |
14 |
79,09,442.40 |
21,250.00 |
2,55,000.00 |
12,51,368.46 |
91,82,060.86 |
15 |
91,82,060.86 |
21,250.00 |
2,55,000.00 |
14,12,768.33 |
1,06,16,079.20 |
The above example shows how you can build a large corpus in just 15 years. Now, the investment can double again in the next few years more quickly, if you stay invested longer. To maximise your returns, here's what you must do:
With the 8-4-3 rule, you can add excellent value to your investment strategy. It’s a strategy that thrives on the power of compounding and encourages consistent, disciplined investing. To make the most of this rule, start your SIP as early as possible, regularly review your portfolio, and stick to your long-term goals. The results may not be instant, but with patience and consistency, you'll see your money multiply over time. Remember, the journey to wealth starts with small, smart steps to make sure you are on the right path.
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