Investment Projection Calculator
Project an investment portfolio over time. Adjust contributions, return, fees, and inflation to see what your money is really worth at the finish line.
Last reviewed: · Reviewed by the Money Scale editorial team · How we source our data
Power mode. Every input exposed, every assumption sourced, charts and shareables.
$1,000
$500
30 years
7.75% annually
Ending balance
$718,577
You invested
$181,000
Growth
$537,577
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Education · Young Adults
Why investing at 22 beats investing at 32
💰 $718,577
$1,000 start + $500/mo for 30 years at 7.75%
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 the inflation-adjusted real-dollar ending balance (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.
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- Your numbers stay privateEvery calculation runs in your browser. We never receive or store your salary, balances, or inputs.
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- No login, no emailUse every tool instantly — we never gate results behind a signup.
- Sourced defaultsStarting rates and assumptions cite real data, not made-up numbers.
How this calculator works
- Enter your current portfolio balance (use $0 if you're starting from scratch).
- Set your monthly contribution. Even small amounts compound meaningfully over decades.
- Pick an annual return. 7% real / 10% nominal is the long-run US stock average; use lower numbers if you hold meaningful bonds.
- Add expected fees. Broad-market index funds (VTI, VOO, similar) are 0.03%–0.20%. Anything above 0.5% is worth questioning.
- Set your inflation assumption (3% long-run) and time horizon. The chart compares nominal vs real-dollar growth side-by-side.
FV = P × (1 + r − f)^t + C × [((1 + r − f)^t − 1) / (r − f)] × 12Standard future-value of an annuity with an initial principal. We apply fees as a return drag (r − f) and inflation-adjust the ending balance separately so the 'real dollars' view shows what the future balance is actually worth in today's purchasing power.
- FV
- Future portfolio value
- P
- Initial principal
- C
- Monthly contribution
- r
- Annual return before fees
- f
- Annual fee drag
- t
- Years invested
Frequently asked questions
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