ETF vs Mutual Fund Comparison

An ETF vs mutual fund return comparison tool is a free online tool that compares fund returns after fees. It shows how expense ratios, tracking error, and costs affect long-term wealth. Free, no sign-up required.

ETF vs Mutual Fund Inputs

?Enter your initial investment.
?Enter your annual contribution.
?Enter your etf expense ratio.
?Enter your mutual fund expense ratio.
?Enter your expected return.
?Enter your years.
End of inputs

ETF vs Mutual Fund

Metric
ETF
Lower expense ratio (0.05%) — less fee drag.
Mutual Fund
Higher expense ratio (0.75%) — more fee drag.
Final Value$660,485.61$575,732.76
Total Fees Paid$6,557.01$91,309.86
Net Return312.80%259.83%
Total Invested$160,000.00$160,000.00
ETF produces $84,752.85 more than Mutual Fund over 30 years. ETFs typically offer lower expense ratios and more transparency, making them suitable for cost-conscious, hands-on investors. Mutual funds provide professional management and diversification, which may be preferable for investors who prefer delegated decision-making despite higher fees.
Key Insights
Over 30 years, the ETF saves $84,752.85 in fees — a 12.83% wealth gap.
The 0.70% annual fee difference compounds into a 14.72% difference in final wealth.
Long horizons magnify fee drag — every 0.10% of annual fees consumes roughly 3% to 4% of final wealth over 30 years.

Guide

How to Use This Calculator

  1. 1Set your initial investment amount — the lump sum you would invest on day one in either the ETF or the mutual fund.
  2. 2Enter your planned annual contribution. This is the additional amount you will invest each year, treated as a year-end lump sum that compounds in subsequent years.
  3. 3Adjust the ETF expense ratio (default 0.05%; typical range 0.015% to 0.50% for index ETFs). Lower is better — broad-market index ETFs often charge under 0.10%.
  4. 4Set the mutual fund expense ratio (default 0.75%; typical range 0.50% to 2.00%). Actively managed funds sit at the higher end; index mutual funds at the lower end.
  5. 5Choose the expected annual return (default 8% aligns with long-term U.S. equity averages). Both scenarios use the same gross return — only the fee differs.
  6. 6Pick the investment horizon in years. Long horizons (20 to 40 years) magnify the fee difference dramatically due to compounding drag.
  7. 7Review the side-by-side comparison: final value, total fees paid, net return, and the wealth gap. The AI insight explains how the fee differential compounds over your horizon.
Formula

How It's Calculated

Future Value with Annual Expense Ratio Drag

The expense ratio is an annual fee charged as a percentage of assets
under management. It reduces the effective annual return.

Effective return each year:
  r_net = r_gross - expense_ratio

Future value (initial investment grows, plus annual contributions
made at the end of each year):

  A = P x (1 + r_net)^t
    + PMT x [((1 + r_net)^t - 1) / r_net]

where:
  P    = initial investment (lump sum at year 0)
  PMT  = annual contribution (added at year-end)
  r    = gross expected annual return (decimal, e.g. 0.08)
  fees = annual expense ratio (decimal, e.g. 0.0005)
  r_net = r - fees
  t    = number of years

Total invested = P + (PMT x t)
Total fees paid = (Future value at r) - (Future value at r_net)
Net return = (Final value - Total invested) / Total invested

CANONICAL SCENARIO:
  $10,000 initial, $5,000/year, 8% gross return, 30 years
  ETF (0.05% fee)  -> ~$612,000 final value
  Mutual fund (0.75% fee) -> ~$525,000 final value
  Difference: ~$87,000 (14% of wealth lost to the 0.70% fee gap)
Glossary

Key Terms

FAQ

Frequently Asked Questions

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