Tips That Reveal What the Numbers Say About Becoming a Millionaire


  • For people between the ages of 25 and 34, the average retirement account balance is $42,640 and the median is $16,255.

  • For those between the ages of 35 and 44, the average balance is $103,552, and the median is $39,958.

  • If you want to be a millionaire when you retire, start as soon as you can, and stay consistent.

Millennials—those born between 1981 and 1996—are entering their peak earning years. However, with the rising cost of living, student debt, and housing challenges, it can be easy to feel that you’re behind on retirement savings.

The good news? Time and compounding are still on every millennial’s side. By maintaining consistent retirement account contributions and taking advantage of employer matching, a significant share of this generation could realistically retire as millionaires.

According to Vanguard’s How America Saves 2025 report, the defined contribution plan account balance for the typical millennial varies based on age. (The median is a middle-of-the-road number: Half of account balances are above this number, and half are below. The average, on the other hand, can be skewed by high or low numbers.)

What Millennials Have Saved in Defined Contribution Accounts

 

Average

Median

25-34

$42,640

$16,255

35-44

$103,552

$39,958

We’re going to do two calculations based on the two age groups above (25–34 and 35–44) for the median millennial.

We’ll choose an age roughly in the middle of each of these groups: 30 (roughly the middle of the 25–34 age group) and 40 (roughly the middle of the 35–44 age group).

This is how much the median 30-year-old millennial today could have saved by age 65, considering the following figures:

  • Starting balance (the median defined contribution plan account balance of a 25 to 34 year-old): $16,255

  • Annual median salary: $57,356

  • Annual employee contribution: 8.7%

  • Annual employer contribution: 4.6%

  • Annual total contribution: 13.3% of salary ($7,628)

  • Assumed average annual return on investments: 7%

  • Investment period: 35 years (until age 65)

Based on the future value formula, here’s how much a 30-year-old’s existing $16,255 could be worth by age 65, if they didn’t add any more contributions to their account:

Future value formula: FV = PV × (1+r)n

FV = 16,255 × (1+0.07)35  = about $173,548

Now, we can use the future value of an annuity formula, which accounts for ongoing yearly contributions:

Future value of an annuity formula: FV = P × (1+r)n − 1​ / r



Leave a Reply

Your email address will not be published. Required fields are marked *