Econoπ

Investment Calculator

How to read the result

The ending portfolio includes both deposits and modeled market growth. Return on invested cash is cumulative and should not be confused with the selected annualized return assumption.

Real markets are volatile and taxes, trading costs, sequence of returns and changing contributions are excluded. A smooth projection is not a promise of future performance.

Project investment growth, contributions, fees and return on invested cash

Display unit only · no FX conversion

Projected portfolio in 20 years

$320,943
Cash invested$130,000
Investment growth$190,943
Return on invested cash146.9%

Portfolio value vs invested cash

PortfolioInvested cash
$320,943$240,707$160,472$80,236$0
Portfolio value vs invested cash
0y5y10y15y20y

Return assumptions

Annualized
Gross return8.00%Before annual fees
Annual fees0.25%Applied as a rate drag
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Investment growth, fees and return on invested cash

Project a lump sum plus recurring contributions at a chosen annual return. The result separates money contributed from market growth and subtracts annual investment fees so the return assumption stays visible.

How to use this calculator

  1. Enter current invested assets and a monthly contribution you can sustain.
  2. Use a long-run return assumption that matches the portfolio, then enter the fund and advisory fee drag.
  3. Compare invested cash with projected growth and test a lower-return scenario before using the result for a goal.

How to read the result

The ending portfolio includes both deposits and modeled market growth. Return on invested cash is cumulative and should not be confused with the selected annualized return assumption.

What this estimate does not capture

Real markets are volatile and taxes, trading costs, sequence of returns and changing contributions are excluded. A smooth projection is not a promise of future performance.

UNDERSTAND THE NUMBERS

An annual fee also removes future growth

Fixed educational example · independent of your inputs above. $ means US dollars; these are not current rate quotes or return forecasts.

Invest $10,000 initially and $500 at every month-end for 20 years. Hold the gross annual return at 7% and compare a 0% annual fee with a 1% fee. The model subtracts the fee from the annual return.

Calculated comparison under the stated assumptions
Annual feeModeled net returnEnding balance
0%7%$292,465
1%6%$258,791

What the difference tells you

The ending-balance gap is $33,674. It includes both modeled fee drag and the growth that the removed money no longer earns. Total cash contributed is $130,000 in each case, so extra contributions do not explain the difference.

Before drawing a conclusion

A fund's published return may already be net of fund expenses. Subtracting the same fee again would double count it. This simplified annual drag does not replicate performance fees, transaction charges or the timing of actual deductions.

A comparison to try

Compare the same contribution schedule at 10, 20 and 30 years. Then test a lower gross return while leaving fees fixed: the fee represents a larger share of the assumed growth.

Distinguish account growth from purchasing power →

References for this explanation

Prepared by EconoPi · examples and explanations reviewed September 19, 2026. Tables are our calculations under stated assumptions, not forecasts or recommendations by the referenced organizations.

Frequently asked questions

How is investment growth calculated?

The calculator converts the expected annual return minus fees into an equivalent monthly rate, compounds the current balance and adds each monthly contribution.

What return should I assume?

Use a range rather than one forecast. A diversified stock-heavy portfolio may use a higher long-run assumption than a bond-heavy or short-term portfolio.

Why do investment fees matter?

A small annual fee compounds for decades. The calculator models the fee as a direct reduction in the assumed annual return.

Is ROI the same as annual return?

No. ROI here compares total growth with all cash invested; the annual return is the yearly compounding assumption.

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All math runs in your browser and your inputs are never sent to a server. Settings are saved locally and share links encode the state in the URL. For information only — not investment or tax advice.