Retirement Investment Calculator

Project nominal and inflation-adjusted outcomes for a lump sum plus monthly investing.

Quick answer: Project investments in nominal and inflation-adjusted dollars: lump sum plus monthly contributions, with a purchasing-power view of the result.

How to use

  1. Enter the lump sum you are investing today.
  2. Add the monthly contribution and the years you will stay invested.
  3. Set an assumed annual return and an expected inflation rate.
  4. Compare the nominal future value with its value in today's dollars.

General information only โ€” not medical, financial or legal advice. Figures cross-checked against public official sources (IRS / HMRC / NHS / WHO guidance) as of 2026-08. For decisions that matter, confirm with a licensed professional in your country.

About this tool

This investment calculator answers a question plain growth tools skip: what will the balance actually buy? Enter an initial lump sum, monthly contributions, an assumed return, years, and expected inflation; the engine compounds monthly for the nominal future value, then divides by the inflation factor to restate the ending balance in today's purchasing power. At the defaults, 50,000 dollars plus 800 dollars monthly at 7.5 percent for 25 years projects near 1,026,000 dollars nominally, but about 553,000 dollars once 2.5 percent inflation is priced in. The gap is the whole point: nominal totals flatter long horizons. Both views share one contribution ledger, so the growth line reflects the same deposits in either frame. Outputs are illustrative projections at constant rates; inflation and returns vary; verify tax treatment for your account type; not investment advice.A flat return also ignores how allocations change. Most investors glide from stock-heavy portfolios toward bonds as retirement approaches, which usually lowers both expected return and volatility; this tool applies one rate throughout. Expense ratios compound against you the same way returns compound for you, so subtracting fund fees from the assumed return before running the numbers gives a more honest picture.

FAQ

What is the difference between nominal and real value?
Nominal value is the account balance printed on statements; real value restates it in today's purchasing power by stripping out inflation. The default run ends near 1,026,000 dollars nominally but about 553,000 dollars in today's terms at 2.5 percent inflation. Planning on the nominal number alone overstates what the money will buy.
What inflation rate should I enter?
Long-run US consumer inflation has often run near 2 to 3 percent, so 2.5 is a common planning figure. At that pace, prices roughly double in about 28 years. Recent history has swung wider in both directions, which argues for testing a higher and a lower rate.
Is real return just nominal minus inflation?
Approximately, yes. A 7.5 percent nominal return against 2.5 percent inflation works out to about a 5 percent real return, close enough for planning. The calculator instead deflates the ending balance directly, which is slightly more precise than subtracting rates.
How do expense ratios fit into the inputs?
Subtract them from the assumed return before running the projection. A fund charging 0.75 percent on a 7.5 percent expectation models at 6.75 percent. Because fees clip the balance every single year, their effect compounds exactly like returns do, just in the other direction.
What is an asset allocation glide path?
It is the planned shift from growth assets toward stabler holdings as the goal approaches, and it usually lowers expected returns along the way. This calculator applies one flat rate, so it cannot trace a glide path. A common workaround is running the early aggressive years and later conservative years as two chained projections.
Why does the real value grow slower than the nominal one?
Every projected dollar gets deflated by the same inflation factor raised to the number of years invested. Later dollars lose more purchasing power, so long horizons show the widest nominal-real gaps. That is the arithmetic behind the roughly 46 percent haircut in the default example.
Does the output account for taxes on gains?
No. The projection is pre-tax, and account type matters: Roth balances grow tax-free, traditional accounts face ordinary income tax on withdrawals, and taxable brokerage accounts owe capital gains along the way. Model an after-tax return if precision on that front matters to you.

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