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Crypto Break-Even Price (Including Fees)

This tells you the price a coin must reach for you to recover exactly what you paid, after accounting for trading fees on both the buy and sell side. It is your cost basis times (1 + fee rate), divided by the quantity you hold. For example, if you paid 1000 with 1% fees, you actually paid 1010, so the coin must reach a price that recovers 1010 plus any sell-side fees. It is important because fees can quietly eat into profits, especially for frequent traders.

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crypto trading · fees included

Crypto Break-Even Price Calculator

Find the exact price you need to sell at to cover your cost basis and trading fees — including a live profit-and-loss curve.

BE = Cost Basis · (1 + Fee Rate) / Quantity
Solve for

Fee rate covers combined buy + sell trading fees, entered as a percent or a decimal.

Profit / loss vs. sell price

Current or planned market price
$

Fee rate reference

Break-even at common fee rates

How to use this calculator

The break-even price is what you'd need to sell at to walk away with neither a profit nor a loss, once fees are counted.

1. Choose what to solve for

Pick break-even price, cost basis, fee rate or quantity. The others become inputs.

2. Enter your numbers

Cost basis is what you paid in total; quantity is how many coins or tokens; fee rate can be a percent or decimal.

3. Read the result

The result card shows the break-even price per coin, with the working underneath.

4. Check the metrics

See your average buy price, total fees paid, and break-even markup over cost.

5. Test a sell price

Enter a market price above the chart to see your profit or loss at that price, marked on the curve.

6. Compare fee rates

The reference table shows how break-even shifts as the fee rate changes.

What this tool offers

Solve in any direction

Find break-even price, cost basis, fee rate or quantity from the other three values.

Fee rate in % or decimal

Switch between percent and decimal input; the value converts automatically.

Live P&L graph

A profit-and-loss curve across a range of sell prices, with break-even marked at zero.

Position metrics

Average buy price, total fees paid, and the markup break-even represents over cost.

Worked steps

Every answer comes with the intermediate values, so you can follow or check the maths.

Input checks

Clear messages for zero, negative, or impossible values.

Reference table

Formula reference

QuantityFormula
Break-even priceBE = Cost Basis × (1 + Fee Rate) / Quantity
Cost basisCost Basis = BE × Quantity / (1 + Fee Rate)
Fee rateFee Rate = (BE × Quantity / Cost Basis) − 1
QuantityQuantity = Cost Basis × (1 + Fee Rate) / BE
Average buy priceCost Basis / Quantity
Total fees paidCost Basis × Fee Rate
Profit / loss at price P(P − BE) × Quantity

Variables

Symbol Quantity Unit
Break-Even Price Price needed to break even currency
Cost Basis Total amount paid currency
Fee Rate Combined buy+sell fee rate
Quantity Number of coins held coins

What it means

The break‑even price is the price at which a trade neither makes a profit nor incurs a loss, after including all trading fees. It is calculated by taking the total cost (purchase price plus fees) and dividing by the quantity. This is essential for setting realistic profit targets and for determining the minimum sell price to avoid a loss. It helps traders understand the true cost of a trade. Understanding this concept is important for managing risk and for making informed trading decisions in the crypto market, where fees can be significant.

Worked example

Crypto Break‑Even Price (with Fees) – Two Detailed Examples

Real‑World
Scenario: A trader purchased 0.02 BTC for a total cost of $1,000, but they also paid a 2% trading fee ($20). The total cost basis including fees is $1,020, so their break‑even price per coin is (Cost Basis × (1 + Fee Rate)) / Quantity = (1000 × 1.02) / 0.02 = $51,000. They need the BTC price to rise above $51,000 to make a profit after fees.
ParameterValue
Cost Basis$1,000
Fee Rate2.0%
Quantity0.02 BTC
1Break‑Even Price = 1000 × (1 + 0.02) / 0.02 = 1000 × 1.02 / 0.02 = 1020 / 0.02 = $51,000
Result $51,000 ✓ Break‑even price
Scenario: An investor spends $500 to buy 150 ETH, paying a 1.5% fee. The total cost becomes $500 × 1.015 = $507.50. The break‑even price per ETH is 507.50 / 150 = $3.383. They need the ETH price to exceed this to cover the fees and start making a profit, which is important for short‑term trading strategies.
ParameterValue
Cost Basis$500
Fee Rate1.5%
Quantity150 ETH
1Break‑Even Price = 500 × 1.015 / 150 = 507.5 / 150 = $3.383
Result $3.383 ✓ Including fees
Insight: Trading fees increase the effective cost basis. The break‑even price must account for these fees to accurately determine the price level at which a trade becomes profitable.

Common mistakes

  • Fee rate: Include all applicable fees (trading fees, network fees) as a decimal fraction.
  • Cost basis: The total amount spent including all fees.
  • Quantity: The number of coins acquired after fees.
  • Break‑even price: The minimum selling price to avoid a loss (including fees).

Applications

Crypto break‑even price (including fees) calculates the effective price per coin that must be achieved to cover the total cost basis, including transaction fees. This is crucial for traders and investors to know the minimum price needed to avoid a loss. By factoring in fees, the break‑even price provides a more realistic target than the simple average purchase price. Traders use it to set limit orders and to evaluate the profitability of a trade before execution. It also helps in assessing the impact of exchange fees on overall returns. Understanding the break‑even price enables investors to make more informed decisions and to ensure that their trades are net profitable after all costs.

  • Setting realistic profit targets and stop‑loss levels
  • Evaluating the cost‑effectiveness of trading strategies
  • Comparing exchange fee structures and selecting the best platform
  • Calculating the true cost of acquiring crypto assets
  • Risk management – determining acceptable price drops

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  • Published July 14, 2026
  • Last updated August 11, 2026