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Want to become rich without investing much? This trick will help you.

January 23, 2021 2874
Most investors tend to gravitate towards stock market investments for long-term wealth creation. Not only are they riskier, but they also require a lot of research and periodic assessments. This can end up draining you of your time and other resources, which you could have otherwise utilized towards other productive tasks. But wait, what if we told you that there was another way to get rich without having to do any of this? Intrigued? Continue reading to know more about the unique concept of compounding.

The power of compounding

Before we take a look at how compounding helps you get rich, let's first try to understand what it really is.

When you invest in a scheme that offers you a particular rate of return, and if you reinvest the returns that you earned back into the same scheme, you end up earning "interest on interest". This is what experts call "compounding".

When it comes to compounding, time is of the essence. For instance, when compounding is allowed to work its magic for a sufficiently long period of time, it can lead to an exponentially meteoric rise in your investment value. To put it simply, time is what helps create money here.

One of the major advantages of this way of wealth creation is that it requires the least amount of interference. All that you need to do is invest your money in an investment option that uses compounding, sit back and relax, and watch as compounding magically multiplies your returns. You don't even have to monitor its performance periodically - it is that good.

But then, how is compounding capable of doing so much? And how does it work? These are some of the questions that we'll be answering in the next segment with a couple of examples.

Compounding: An example

Let's take up the case of two friends - Prakash and Rashmi. Both of them plan to invest Rs. 5,00,000 for 10 years in a scheme that gives them a return of around 8% per annum. Here's the catch, though. Prakash's investment option doesn't utilize the power of compounding, but Rashmi's does. And so, the return on investment that Rashmi gets to earn every year is reinvested back into the same scheme. As for Prakash, his return on investment gets paid out to him at the end of every year.

Here's what their investments look like at the end of 10 years.

 

Prakash 

Rashmi 

The amount of investment

Rs. 5,00,000

Rs. 5,00,000

The rate of return

8% per annum 

8% per annum 

The period of investment

10 years

10 years

The frequency of compounding

 -

Yearly

Final investment amount

Rs. 9,00,000

Rs. 10,79,462

Although both of them invested the same amount in almost the same scheme, Rashmi earned Rs. 1,79,462 more than Prakash without having to do anything extra. This was made possible only due to the power of compounding. Rashmi was able to more than double her initial investment within just a period of 10 years. Impressive, isn't it?

Remember how you saw that time is of the essence with respect to compounding? Here's a practical example that proves how time is money, as far as compounding is concerned.

Let's take up another situation involving a different set of friends - Megha and Rakesh. Here, Megha decides to invest Rs. 3,00,000 in a compounding scheme that offers a return of 8% for a period of 20 years. Rakesh, on the other hand, starts a bit late and as a result is able to invest in the same scheme for only 14 years. However, to compensate for the late start, Rakesh decides to invest Rs. 4,50,000 instead. Here's how their investments look at the end of 20 years.

 

Megha

Rakesh

The amount of investment 

Rs. 3,00,000

Rs. 4,50,000

The rate of return

8% per annum

8% per annum

The period of investment 

20 years 

14 years

The frequency of compounding 

Yearly

Yearly

Final investment amount

Rs. 13,98,287

Rs. 13,21,737

 

Although Rakesh invested around Rs. 1.5 lakh more than Megha, he still fell short of Rs. 76,550. This was simply due to the fact that Rakesh started late and so, had less time on his hands. The example conclusively proves that by simply starting early, you can build an exponentially larger corpus than when you start late.

Conclusion

There are many investment options in India that use the power of compounding. You can also complement these investments with other options like savings plans, which provide guaranteed payouts as well as a life cover. For instance, HDFC Life Sanchay Plus is a savings plan that you can customize to suit your needs. It offers benefit options that you can choose from, like long-term income, guaranteed* maturity payouts, and lifelong income, among others. 

*Provided all due premiums have been paid and the policy is in force.

 

ARN:ED/11/20/21328

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