---
title: "Investment Fee Calculator | Numequo"
description: "Compare how two annual fee rates affect a portfolio’s long-term value. Get a clear result with the formula, examples and useful explanations."
canonical: "https://www.numequo.com/finance/savings-investing/investment-fee-calculator/"
locale: "en"
---
[Numequo](https://www.numequo.com/) › [Finance](https://www.numequo.com/finance/) › [Savings and investing](https://www.numequo.com/finance/savings-investing/)

# Investment Fee Calculator

See how recurring percentage fees compound over time and reduce the amount left invested.

## Input data

- **Starting amount** - type: number; default: 20000; min: 0; max: 1000000000; step: 100
- **Monthly contribution** - type: number; default: 300; min: 0; max: 10000000; step: 10
- **Gross annual return (%)** - type: number; default: 7; min: -99; max: 100; step: 0.01
- **Duration (years)** - type: number; default: 25; min: 1; max: 100; step: 1
- **Scenario A annual fee (%)** - type: number; default: 0.25; min: 0; max: 100; step: 0.01
- **Scenario B annual fee (%)** - type: number; default: 1.5; min: 0; max: 100; step: 0.01
- **Currency** - type: choice; default: EUR; options: Euro (€), US dollar ($), Pound sterling (£), Canadian dollar (C$), Swiss franc (CHF)

## How it works

Each scenario applies the gross annual return minus its annual fee rate, compounds monthly, and adds contributions at the end of each month.

## Quick examples

- **0.25% vs 1.5% over 25 years** - Starting amount: 20000, Monthly contribution: 300, Gross annual return (%): 7, Duration (years): 25, Scenario A annual fee (%): 0.25, Scenario B annual fee (%): 1.5, Currency: EUR
- **$100k with no contributions** - Starting amount: 100000, Monthly contribution: 0, Gross annual return (%): 6, Duration (years): 20, Scenario A annual fee (%): 0.1, Scenario B annual fee (%): 1, Currency: USD
- **Small monthly fee difference** - Starting amount: 5000, Monthly contribution: 200, Gross annual return (%): 5, Duration (years): 15, Scenario A annual fee (%): 0.5, Scenario B annual fee (%): 0.8, Currency: EUR

## Understanding your result

The difference shows the projected portfolio value lost to the higher fee scenario relative to the lower fee scenario. It does not predict market performance.

Last verified: 29 September 2026 (2026-09-29)

## Frequently asked questions

### Why do small annual fees create a large long-term difference?

Fees reduce both the current balance and the amount that remains available to compound in future years.

### Are transaction fees included?

No. The inputs represent recurring annual percentage fees. Add trading, entry, exit or advisory charges separately when comparing real products.

### Does the calculator predict investment returns?

No. Both scenarios use the same constant gross return solely to isolate the mathematical effect of fees.

### Can the higher-fee investment still perform better?

Yes. Real investments can hold different assets and produce different returns. This tool compares fees under an identical return assumption.

## Related calculators

- [Compound Interest Calculator](https://www.numequo.com/finance/savings-investing/compound-interest-calculator/) - See how savings may grow with monthly compounding.
- [Savings Goal Calculator](https://www.numequo.com/finance/savings-investing/savings-goal-calculator/) - Calculate when you could reach a savings target or how much to save each month.
- [Rent or Buy Calculator](https://www.numequo.com/finance/real-estate/rent-or-buy-calculator/) - Compare projected homeowner equity with the renter’s invested capital over time.
- [Loan Calculator](https://www.numequo.com/finance/loans/loan-calculator/) - Estimate monthly payments and total loan cost.
- [VAT Calculator](https://www.numequo.com/finance/taxes-pricing/vat-calculator/) - Add VAT to a net price or extract it from a gross price.
- [Debt-to-Income Ratio Calculator](https://www.numequo.com/finance/loans/debt-to-income-ratio-calculator/) - Calculate your household debt-to-income ratio, total monthly debt payments and remaining income after debt.

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