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The Power of Compound Interest

As you can see from the chart below, compound interest is not very exciting in the short term. However, it becomes a very powerful force after years of patience and 
discipline. Earning interest on your interest will result in exponential growth in your investment over time.
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Carl Richards

“Compound interest is the eighth wonder of the world. He who understands it, earns it … he who doesn't … pays it.” Albert Einstein

    4 Key Takeaways

1.) Time: the earlier you start the sooner you gain the advantage of time.

2.) Rate of Return: the higher the better.

3.) Reinvest your earnings: don't spend them; instead, let them compound. 

4.) Capital preservation: don't take excessive risks that can lead to large losses.

Let’s look at a real world example.

 

We have three kids. The year our third was born (2003) we opened a group RESP and we contributed $2,000 for each child = $6,000 total. As per RESP rules, the government added 20% = $1,200. So we started with $7,200. We never made another contribution. Today that RESP is worth $104,000. Through the magic of compound interest (and tax free compounding) our $7,200 has mushroomed into $104,000 in 15 short years. Compound interest is very exciting to us! 

 

Starting Balance = $7,200; May 2003

Ending Balance = $104,000; August 2018

Time = 15 year and 3 months (183 months)

Compound rate of return = 19% per year

Exercise 1: If you start with one penny and double it every day for 30 days, how much will you end up with?   Click here to find out
Rule of 72: a simple way to determine how long an investment will take to double in value, given a fixed annual rate of interest.
How? Divide 72 by the annual rate of return to get a rough estimate of how many years it will take for the initial investment to double.
Exercise 2: How many years will it take for an investment to double in value if it earns:
  • 10% per year?                         (A: 7.2 years)
  • 7% per year?                          (A: 10.2 years)
Exercise 3: two friends, Ben and Arthur, are the same age. They both earn 12% per year on their investments. 
  • Ben, starting at age 19, invests $2,000 each year for 8 years and and then stops (total contributions = $8,000).
  • Arthur, starting at age 27, invests $2,000 each year for 39 years and then stops (total contributions =  $78,000). 
Who ends up with more money at age 65?
Click here for the answer.

Secure your financial future by getting a little better every day

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