Growing up, most of us were taught that you can earn an income only by getting a job and working. And that's exactly what most of us do. There's one big problem with this: if you want more money, you have to work more hours. However, there is a limit to how many hours a day you can work.
So, there are many different ways you can go about making an investment. This includes making money from saving accounts, certificates of deposit, bonds, stocks, real estate, or starting your own business. Sometimes people refer to these options as "investment vehicles," which is just another way of saying "a way to invest." The point is that it doesn't matter which method you choose for investing your money, the goal is always to put your money to work so it earns you an additional income.
Why is the difference between a few percentage points of return so massive after long periods of time? The answer is in the miracle of compounding. When your investment gains (returns) begin to earn money, and then those returns start to earn money, your investment can grow very quickly. To put it another way: if you extend the time period of your investment or raise the rate of return, your results will increase exponentially. For instance, if you start young, say, at 15 years of age, note how quickly a single Rs 50,000 investment grows, especially in the later years.
Here's an example: In 1791, Ben Franklin, one of the Founding Fathers of the United States of America, died and left $5000 to be invested for a period of 200 years to benefit medical students and scientific research. If this money were to earn 7 percent annually, the investment would have doubled in value every 10 years. So, his investment of $5000 would have doubled 20 times over the 200-year period. At the end of 200 years of compounding, the investment would have been worth 220 × $5000, which is over $5 billion.
As these examples show, growth rates and interest rates compounded over many years can lead to spectacular results. That is probably why Albert Einstein once called compounding “the greatest mathematical discovery of all time.”
So, what’s your plan of action when it comes to managing your own money? Do you want to make your money work for you? If so, investing is what you need to do.