The Million Dollar Age Grid

millionDollarAgeGrid


This grid shows at what age you can become a millionaire, based on your yearly savings and what age you start saving. This grid assumes you start with $0 and your savings are invested at a 7% annual interest rate.

For example: If you start saving $24,000 every year starting at age 30, you will have one million dollars by time you are 50.

Here’s the math behind that:

millionDollarAgeMath

Some Interesting Observations

  • No matter what age you start, by saving $10,000 per year you can become a millionaire in 30 years
  • No matter what age you start, by saving $20,000 per year you can become a millionaire in 22 years
  • No matter what age you start, by saving $40,000 per year you can become a millionaire in 15 years
  • A 50 year old with a net worth of $0 can become a millionaire by 63 through saving $50,000 per year. This might seem unreasonable, but keep in mind this is the age where most people are near their peak earnings. 
  • Anyone can become a millionaire before the traditional retirement age of 65 by saving only $4,000 per year starting at age 20.

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4 Replies to “The Million Dollar Age Grid”

  1. That’s very interesting, and
    my experience bears it out. Saving what I did the chart hits almost to the year my first million in investments. It shows that normal people with a little abnormal discipline can’t avoid becoming millionaires.

  2. Hi interesting chart you got here, i am trying to work out a similar chart where i can tweak the annual rate of return.
    Understand your chart were calculated based on compounding effect, but any reason you are deducting the interest earned in the previous year in the total $ column?
    i.e. as at the end of 2 years , i would have (25680+24000)*1.07=$53158, but yours calculated were $51478 (deducting the interest earned in previous year). Is there any particular reason?

    1. AHAN, that’s a great point. Now that I’m running the numbers again in Excel I see that you’re correct. I’m not sure why the interest from the prior year was being subtracted. Fortunately the numbers for the interest are small enough that the grid essentially has all the correct numbers in it still. Thanks for pointing that out!

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