INVESTING CALCULATOR

Investment Fee Calculator

Compare how two annual fee rates affect the same investment over time.

Calculator

%
%
%
years
YOUR RESULTS
Option A minus option B balance91,261.31
Option A final balance
845,885.24
Option B final balance
754,623.93
Option A fees charged
20,100.16
Option B fees charged
74,814.10
Final balance without fees
878,914.35

Portfolio value after fees

Amounts use the same currency as your inputs.

Option A balanceOption B balance
0422.9K845.9K135791214161820Year

Year 20

Option A balance
845,885.24
Option B balance
754,623.93
Without fees
878,914.35
Cumulative fees A
20,100.16
Cumulative fees B
74,814.10

Select a year to inspect its values.

Annual fee comparison
Annual fee comparison
YearOption A balanceOption B balanceWithout feesCumulative fees ACumulative fees B
1118,732.50117,930.00119,000.00267.501,070.00
2138,726.17136,923.25139,330.00585.112,331.85
3160,065.90157,042.80161,083.10956.203,796.93
4182,842.34178,355.44184,358.921,384.385,477.29
5207,152.20200,931.91209,264.041,873.487,385.69
6233,098.72224,847.18235,912.522,427.619,535.66
7260,792.10250,180.61264,426.403,051.1511,941.53
8290,349.92277,016.32294,936.253,748.7714,618.46
9321,897.73305,443.39327,581.794,525.4617,582.53
10355,569.50335,556.18362,512.515,386.5320,850.78
11391,508.21367,454.67399,888.396,337.6824,441.23
12429,866.50401,244.73439,880.577,384.9728,372.99
13470,807.27437,038.54482,672.218,534.8632,666.31
14514,504.37474,954.93528,459.279,794.2737,342.63
15561,143.37515,119.75577,451.4211,170.5742,424.64
16610,922.35557,666.35629,873.0212,671.6347,936.42
17664,052.70602,735.97685,964.1314,305.8453,903.45
18720,760.04650,478.21745,981.6216,082.1960,352.73
19781,285.21701,051.57810,200.3318,010.2267,312.85
20845,885.24754,623.93878,914.3520,100.1674,814.10

Understanding your result

The balance difference combines fees and the growth that money could otherwise have earned. Cumulative fees charged show only direct deductions. A negative difference means option B finishes with the larger balance under the selected assumptions.

The formula

Annual ending balance = opening balance × (1 + gross return) × (1 − annual fee) + year-end contribution.

The fee is applied once per year to the balance after gross growth. New annual contributions arrive after that fee and begin earning the following year. Both options start with the same capital, contributions, and gross return so the comparison isolates the entered fees.

A one-year fee comparison

Start with 1,000, earn 10% before fees, and add 100 at year-end. A 1% fee deducts 11 from 1,100 and leaves 1,189 after the contribution. A 2% fee deducts 22 and leaves 1,178, a difference of 11.

How to use this calculator

  1. Enter starting capital and the amount added at each year-end.
  2. Use a gross return before the two fees being compared.
  3. Enter each annual fee and inspect the final difference and accumulated direct charges.

Avoid deducting the same expense twice

A published fund return may already reflect operating expenses. Subtracting an expense ratio again from a net return would overstate the impact. Use a gross assumption for this controlled comparison, or confirm which costs are already reflected in your starting return figure.

Actual funds can accrue charges daily, use different fee bases, apply tiered schedules, or charge transaction and advisory fees separately. This annual model describes one transparent convention. It does not establish that two real investments will have the same performance or risk before fees.

Assumptions & limitations

What this calculation assumes

  • Asset-based fees are charged annually after growth.
  • Annual contributions arrive after the fee deduction.
  • Gross return is identical for both options.

What to keep in mind

  • Taxes, transaction costs, performance fees, and fee tiers are excluded.
  • The comparison does not evaluate investment quality, risk, or suitability.

Common questions

Why can the balance gap exceed the fees paid?

Money removed as a fee cannot earn subsequent returns. At positive returns, that lost compounding can make the final gap larger than direct charges.

Can option A cost more?

Yes. The labels do not imply a preferred option. A higher fee for A can produce a negative A-minus-B balance difference.

Sources & further reading