Using a financial calculator, you will see that $300 a month invested at 10% will grow to $1.8 million! And that just from investing $300. If you could invest $1000 a month at 10%, it will grow to nearly $6 million!!
How is this possible? How do small amount of money grow into huge sum? This is the result of the power of compounding. I’m sure you have heard of this term before (I mentioned this in my previous newsletter) but what does it really mean to you?
Compound return is achieved when you invest a sum of money at a particular rate of return. Instead of taking out the interest earned after a year, you add it back to the principal sum and reinvest this larger sum. So the next year, the rate of return is on a larger principal sum. This continues until the returns a year become greater and greater!
For example, say you invested $100 into a fund that gave you an annual return of 20%. At the end of one year, you would have $120. Instead of taking out the RM20 profit, you leave it inside for another year at the same 20%. At the end of the 2nd year, your investment would grow to $144. The next year, it will grow to $172.80 and on the 4th year, it will grow to $207.36!
In less than 4 years, your initial investment has doubled in value!
How long it will take your money to double in value?
Albert Einstein, the greatest genius of our time once remarked that compound interest was the greatest mathematical discovery ever made! He came up with a formula called the Rule of 72. It states that if you take 72 and divided it by the annual percentage return, it will give you the number of years your investment would double!
For example, in the previous case, the percentage return was 20%. So if you take 72 ÷ 20 = 3.6 years you will see your investment of RM100 double to RM200 in 3.6 years.
The power of compounding was Warren Buffet’s secret weapon in creating the second biggest fortune in the world, purely by investing in US stocks. Warren achieved an average annual return of 24.7% for 49 years! This means that his money doubled every 2.9 years (72 ÷ 24.7 ). He turned an investment of $ 100,000 in 1956 into $4,200,000,000 ($4.2 billion) today.
Would you bet 10 cent on a game of golf?
Let me give you another example to further illustrate the power of compounding. Let’s say we played a game of golf and we made a friendly bet of 10-cent on the first hole, with the bet doubling on each hole. Would you take on this bet? Now, if you were familiar with the game of golf, you would know that there are only 18 holes, so how much can the bet be on the 18th hole?
Well, let’s see how the bet increases on the first 9 holes:
At the 9th hole, the bet is $25.60. We are ready half way there, so how much could it be on the 18th hole? $100? $300? $500? Let’s go on…
As you can see on the 18th hole, the bets becomes a whopping $13,107! When given enough time, the power of compounding can turn very small amounts of money into huge sums.
A more important lesson I want to illustrate is that initially, the money grow very slowly. Even at the halfway mark, it is only $25.60. However, the moment it reaches a critical point, the growth becomes exponential! In fact, between Hole 15 and Hole 18, within just 3 holes. It grows from $1,638 to $13,107, a $11,469 difference!
What does this mean to you? You see when you start your investment program of say $200 a month, initially the growth is extremely slow. However, once it hits a certain period of time, the growth explodes exponentially! The trouble with most people is that when they see the slow growth during the first few years, they lose patience and abandon their investment plan. So you must have the patience to wait for the power of compounding to work for you and reward you with millions.
An example of what the graph looks like is shown below. Once again, notice how the phenomenal power of compounding starts off very slowly but starts to grow exponentially once it hits a certain critical point. The chart below shows you how different amounts of investments grow under different rates of return.
(Click to enlarge)
Awesome? Let's start invest and accumulate your wealth now!!
DAVE
Few key learning to share with you,

