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Investment Calculator

Project a portfolio with contributions, fees, and inflation.

PrivateFreeSourcedReviewed

Ending balance after 30 years

$704,159

Worth about $290,104 in today's dollars at 3.00% inflation. Compounded monthly at 7.65% net of fees.
You invested
$181,000
Growth
$523,159
Growth share
74%

of the ending balance

You'd put in $181,000; growth adds $523,159 — 74% of the ending balance. From year 10, your money earns more each year than you add.

Try a what-if

What you put in vs what growth addedYou put inGrowth
Now5y10y15y20y25y30y$0$250K$500K$750K

Your numbers

$1,000

$500

30 years

7.75% annually

Fees & inflation0.10% fees · nominal dollars

0.10% a year

Education · Young Adults

Why investing at 22 beats investing at 32

Next steps

The Investment Projection Calculator models a portfolio over time with contributions, expected return, fees, and inflation — and shows BOTH the nominal ending balance (the big number) and what it's worth in today's dollars (the honest number). Every default value is sourced (S&P 500 long-run return per NYU Stern, CPI inflation per BLS), so the math reflects what historical markets have actually done.

How this calculator works

  1. Enter your current portfolio balance (use $0 if you're starting from scratch).
  2. Set your monthly contribution. Even small amounts compound meaningfully over decades.
  3. Pick an annual return. 7% real / 10% nominal is the long-run US stock average; use lower numbers if you hold meaningful bonds.
  4. Add expected fees (0.10% by default). Broad-market index funds (VTI, VOO, similar) are 0.03%–0.20%. Anything above 0.5% is worth questioning.
  5. Read the ending balance and what it's worth in today's dollars. Flip 'Show in today's dollars' (inflation defaults to 3%, the long-run CPI average) to see the totals and the chart in today's purchasing power.

i = (r − f) / 12, n = 12t FV = P × (1 + i)^n + C × [((1 + i)^n − 1) / i] today's $ = FV / (1 + π)^t

Standard future value of monthly contributions plus an initial principal, compounded monthly at (r − f)/12 — the annual return less fees, divided by 12. Fees are a drag on the return. In the 'today's dollars' view the balance is divided by (1 + π)^t, and each monthly contribution is deflated from the month it's made, so 'you invested' and 'growth' are both in today's purchasing power.

FV
Future portfolio value
P
Initial principal
C
Monthly contribution
r
Annual return before fees
f
Annual fees (expense ratio + advisory)
π
Annual inflation (3% long-run CPI by default)
t
Years invested

Frequently asked questions

How does compound growth work?

Each year your returns earn returns of their own. Over decades this snowballs, which is why starting early matters more than picking the perfect investment.

Why does this calculator show an inflation-adjusted total?

A million dollars in 30 years buys far less than a million dollars today. The inflation-adjusted figure shows what your future balance is worth in today's purchasing power.

What fees should I plug in?

Total expense ratio plus advisor fee. Broad-market index funds often charge 0.03%–0.20%; actively managed funds can be 1% or more.

Sources used in this calculator

Reviewed by the Money Scale editorial team. How we source our data

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