Bitcoin ETF Calculator

Finance

Project the future value of a Bitcoin ETF investment after fees. Enter your initial investment, an expected annual return, the fund's expense ratio, and how long you plan to hold, and this calculator compounds your money at the net (after-fee) rate.

Formula

Future Value = Initial Investment × (1 + (Return − Expense Ratio))^Years
  • Your money compounds each year at the net rate, which is the expected annual return minus the fund's expense ratio.
  • The expense ratio is the ETF's yearly fee; even a fraction of a percent compounds into a meaningful drag over time.
  • Net gain is simply the projected value minus your initial investment.
  • This assumes a single lump sum, a constant return, and no extra contributions, taxes, or trading costs.
  • Bitcoin is highly volatile — real returns can swing far above or below any fixed assumption, so treat the projection as a what-if, not a forecast.

$10,000 at 12% return, 0.25% fee, 5 years

Inputs
  • Initial Investment (USD): 10000
  • Expected Annual Return (%): 12
  • ETF Expense Ratio (%): 0.25
  • Investment Horizon (years): 5

The net rate is 12% − 0.25% = 11.75%. Growing $10,000 at 11.75% for 5 years gives about $17,430, a net gain of roughly $7,430.

Frequently asked questions

What is a Bitcoin ETF?
It is an exchange-traded fund that tracks the price of Bitcoin, letting you gain exposure through a regular brokerage account without holding the cryptocurrency directly.
Why does the expense ratio matter?
It is deducted from your returns every year. Subtracting it from your expected return shows the net rate your money actually compounds at, and small fees add up over long horizons.
How reliable is the projection?
It is only as good as your return assumption. Bitcoin is extremely volatile, so actual results may differ dramatically from any single fixed rate.
Does this account for adding money over time?
No. It models a single lump-sum investment. Regular contributions would grow the balance further than shown here.
Are taxes included?
No. The projection ignores taxes and transaction costs, which vary by account type and jurisdiction.