Compounding Returns

Einstein once called compounding the eighth world wonder. The power of compounding returns takes time to truly kick in, but once it does, you’ve won the game of investing. Let’s say you’re going to get 7% a year every year for the rest of your life (not going to happen—life is volatile—but this could very easily be your average).

Let’s say you start with $10,000 to invest, you’re 30 years old, and are able save another $3,000 every year to invest as well. 

Let's play with the PV calculator

  • In 10 years you would have saved and earned a total of: $61,120.68
  • In 20 years you would have saved and earned a total of: $161, 683.32
  • In 30 years you would have saved and earned a total of: $359,504.91 
  • In 40 years you would have saved and earned a total of: $748,649.91
  • In 42 years you would have saved and earned a total of: $863,339.29

In between the end of year 40 and the end of year 42 you made: $863,339.29 – $748,649.91 = $114,689.38. You just made over $100,000 in two years saving $3,000 a year and starting with $10,000. Not bad at all! What used to take you 10 years to make ($100,000 difference between years 10 and 20) now took you less than 2 years to make. That is the power of compound interest

Let’s say you pick really well, and your stocks return 10% or 12% over a long period of time. If that 7% changes to a 10% you now have $2,160,547.92 in 42 years opposed to $863,339.29. That is a massive difference! And the best way to create that difference is by purchasing high quality stocks at good prices that generate above average rates of return, and holding them for a long time.

Rydra Capital Corp
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