Investing

Investment Calculator

Portfolio growthFee impactMonthly investing

Project how an initial investment and recurring monthly contributions might grow under a constant return assumption, with an estimate of annual fee impact.

Method reviewedAugust 8, 2026

Investment scenario

ProjectionMonthly compounding with a constant return reduced by the entered annual fee rate.

Estimated future value

$291,127

Using a net annual assumption of 6.75% for 20 years.

ContributionsEstimated growth
Total contributed
$130,000
Estimated net growth
$161,127
Estimated fee impact
$9,723

Returns are not guaranteed. This simplified projection excludes taxes, volatility, inflation, and transaction costs.

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GUIDE

Treat the result as a comparison scenario, not a forecast. Real returns vary, losses occur, and fees and taxes depend on the investment and account.

Return and contribution assumptions

The expected return is an input, not a prediction. A constant annual rate makes scenarios comparable but does not represent the path of real markets.

Recurring contributions can have a large effect because each deposit adds principal and then has time to compound. Change one input at a time to compare time, contribution, and return assumptions.

  • Use conservative assumptions for planning.
  • Compare more than one return scenario.
  • Consider inflation when interpreting future purchasing power.

Why fees matter

Investment fees reduce the amount left to compound. Even a small annual percentage can create a noticeable long-term difference because the fee affects both current assets and future growth.

The fee-impact figure is a simplified comparison between the entered gross return and the return reduced by the entered annual fee rate. It does not reproduce a fund's exact daily expense calculation.

Important limits

The calculator excludes taxes, contribution limits, employer matches, withdrawals, changing returns, and sequence-of-returns risk. It also assumes the annual fee is a simple reduction in return.

No result identifies a suitable investment or guarantees that an entered return can be achieved.

The formula used

FV = P(1 + r/12)^(12t) + PMT × [((1 + r/12)^(12t) − 1) ÷ (r/12)]

The net annual rate r is the entered expected return minus the entered annual fee rate. Contributions are modeled at the end of each month.

Example: investing for 20 years

WORKED EXAMPLE

Starting with $10,000, adding $500 per month, and assuming a 7% annual return with 0.25% annual fees produces a long-term mathematical projection. The calculator separates the $130,000 contributed from estimated growth and compares the result with a no-fee version of the same assumption.

Sources and further reading

We use primary educational sources to check terminology and explain how the calculation fits into real financial decisions.

Investor.gov — Compound Interest CalculatorInvestor.gov — How fees and expenses affect your portfolio

Common questions

Understand the estimate

What return should I enter?+

Use a range of conservative scenarios that reflects the asset mix and time horizon you are studying. The calculator cannot predict future performance.

Are monthly contributions made at the beginning or end?+

They are modeled at the end of each month. Beginning-of-month contributions would produce a slightly higher projection.

Does the fee estimate include taxes?+

No. Taxes depend on account type, jurisdiction, holdings, distributions, and transactions.

How is this different from the Compound Interest Calculator?+

This version emphasizes investment fees and compares a net-return scenario with a no-fee projection. The Compound Interest Calculator focuses on contributions and compound growth.

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