Crypto Position Sizing: The 1% Risk Rule Explained
Crypto position sizing sets how much you could lose if a stop is hit. See how the 1% risk rule works, with fee-inclusive math, streak odds and its limits.
Key takeaways
- The 1% rule caps the planned loss at 1% of the account, not the position: our example position is 19.6% of the account.
- Position size = (account × risk %) ÷ risk per unit, where risk per unit is the stop distance plus fees.
- Ten straight losses cost 9.56% of the account at 1% risk per trade, but 40.13% at 5% risk per trade.
- With a 50% chance of losing each trade, the odds of at least six losses in a row within 100 trades are 54.6%.
- A stop is not a price guarantee: gaps, slippage and correlated positions can push a real loss well past the planned 1%.
On this page
- What does the 1% risk rule actually say?
- The position sizing formula
- Worked example: sizing a hypothetical BTC trade
- Why 1% and not 10%? The losing-streak math
- What the 1% rule does not protect you from
- If you don’t use stops: size by stress loss
- Common position-sizing mistakes
- How position sizing fits the rest of your risk toolkit
- A pre-trade sizing checklist
- The bottom line
- Frequently asked questions
- Sources
Note: This guide explains the arithmetic of risk. It is education, not a suggestion to trade. The SEC warns that day traders typically suffer severe financial losses in their first months of trading, and many never become profitable.
What does the 1% risk rule actually say?
The 1% rule is a position-sizing guideline: size each trade so that, if your stop-loss is hit, you lose no more than 1% of your account. On a $10,000 account, the planned loss is $100.
The rule limits the loss, not the position. A 1% risk budget can support a position worth 20%, 50% or even 100% of the account, depending on how far away the stop is. Mixing up “risking 1%” with “putting 1% in” is the most common sizing error, and it produces positions that are either far too small to matter or far larger than intended.
The rule also rests on three assumptions: that you have a stop, that the stop fills near its price, and that each position’s risk is independent of the others. This guide works through the math, then tests each assumption.
The position sizing formula
Three inputs decide the size: the risk budget, the entry price and the stop price.
- Risk budget = account value × risk percentage.
- Risk per unit = |entry price − stop price| + fees per unit.
- Position size in units = risk budget ÷ risk per unit.
- Position value = units × entry price.
Units = (Account × Risk %) ÷ (|Entry − Stop| + fees per unit)(10,000 × 1%) ÷ (3,000 + 58.50) = 0.0327 BTC, a position of about $1,961.75Fees belong in the risk per unit because you pay them whether the trade works or not. With a 0.1% round-trip fee, roughly half is charged on the entry value and half on the exit value. How maker, taker and spread costs add up explains where those costs come from.
Worked example: sizing a hypothetical BTC trade
Suppose you have a $10,000 account, a 1% risk budget, and a hypothetical plan to buy BTC at $60,000 with a stop at $57,000.
- Risk budget: $10,000 × 1% = $100.
- Stop distance: $60,000 − $57,000 = $3,000 per BTC.
- Fees per BTC at 0.1% round trip: $60,000 × 0.05% + $57,000 × 0.05% = $30 + $28.50 = $58.50.
- Risk per unit: $3,000 + $58.50 = $3,058.50.
- Position size: $100 ÷ $3,058.50 = 0.0327 BTC.
- Position value: 0.0327 BTC × $60,000 ≈ $1,961.75, or 19.6% of the account.
Without fees, the size would be $100 ÷ $3,000 = 0.0333 BTC, or $2,000. Including fees trims the position by about $38, so that a stopped-out loss, fees included, is still $100.
Example: Keep the same $3,000 stop but skip the sizing step and buy $5,000 of BTC instead. A stop-out now costs 0.0833 BTC × $3,000 = $250 before fees, or 2.5% of the account. The stop didn’t change; the size turned it into a 2.5% loss.
How stop distance changes the position
Holding the risk budget at $100, the position value is simply $100 divided by the stop distance (fees ignored here):
| Stop distance | Position value | Share of a $10,000 account |
|---|---|---|
| 20% | $500 | 5% |
| 10% | $1,000 | 10% |
| 5% | $2,000 | 20% |
| 2% | $5,000 | 50% |
| 1% | $10,000 | 100% |
| 0.5% | $20,000 | 200%, which needs leverage |
A tight stop makes the formula ask for a larger position, and below a 1% stop the position exceeds the whole account. That is the point where many traders reach for leverage, which adds liquidation risk on top of stop risk; how leverage accelerates losses shows the math. Where the stop should go, and why it shouldn’t be set just to fit a position, is covered in stop-loss placement and risk per trade.
Why 1% and not 10%? The losing-streak math
Risking a fixed fraction of current equity shrinks each bet after a loss: at $9,000, 1% is $90. It does not stop losses from compounding. Here is a $10,000 account after 10 and 20 consecutive losses:
| Risk per trade | After 10 losses | Gain to recover | After 20 losses | Gain to recover |
|---|---|---|---|---|
| 0.5% | $9,511.10 | 5.14% | $9,046.10 | 10.54% |
| 1% | $9,043.82 | 10.57% | $8,179.07 | 22.26% |
| 2% | $8,170.73 | 22.39% | $6,676.08 | 49.79% |
| 5% | $5,987.37 | 67.02% | $3,584.86 | 178.95% |
| 10% | $3,486.78 | 186.80% | $1,215.77 | 722.53% |
The recovery columns use gain = loss ÷ (1 − loss), the asymmetry explained in drawdown recovery math.
Fixed fraction versus fixed dollars
There are two ways to apply a risk budget. Fixed-dollar sizing risks the same $100 on every trade, whatever happens to the account. Fixed-fraction sizing risks 1% of the current balance, so the dollar amount shrinks after losses and grows after gains: 1% of $12,000 is $120. The difference shows up in long losing runs:
| Consecutive losses | Fixed $100 per trade | Fixed 1% of current balance |
|---|---|---|
| 10 | $9,000.00 | $9,043.82 |
| 20 | $8,000.00 | $8,179.07 |
| 50 | $5,000.00 | $6,050.06 |
Fixed-fraction sizing slows the damage because each loss is smaller than the one before. The trade-off is a slower recovery, since the dollar risk only grows again as the balance rebuilds.
How often do long losing streaks happen?
Are 10 losses in a row realistic? More often than intuition suggests. If each trade has an independent 50% chance of losing, the probability of at least one streak of six or more losses in 100 trades is 54.6%:
| Chance of losing any one trade | Streak of 6+ in 100 trades | Streak of 8+ | Streak of 10+ |
|---|---|---|---|
| 50% | 54.6% | 17.0% | 4.4% |
| 55% | 72.9% | 30.7% | 10.1% |
| 60% | 87.3% | 49.0% | 20.5% |
Small risk per trade is what keeps an ordinary streak from becoming a hole that is hard to climb out of. Deciding how deep a hole you would accept overall is a separate decision, covered in setting a max drawdown limit.
What the 1% rule does not protect you from
Gaps and slippage
A stop order turns into an order to trade once the stop price is reached, and the fill can be significantly different from the stop price when prices move quickly. Crypto markets trade around the clock and are exposed to sudden flash crashes. Suppose the BTC position above is stopped out but fills at $55,000 instead of $57,000: the loss becomes about $165.36 including fees, or 1.65% of the account. A stop-limit order caps the fill price, but there is no guarantee it executes at all, so the position can stay open while the price keeps falling.
Correlated positions
Five open trades that each risk 1% are not five independent risks if the coins tend to move together. In a broad sell-off, all five stops can trigger within the same hour, turning five 1% risks into one $500 loss, or 5% of the account. Count positions that move together as a single combined risk.
Leverage and liquidation
With borrowed money, a venue can close your position before your stop is reached if your margin runs short. The liquidation price, not your stop, becomes the real exit, and regulators warn that leveraged traders can lose more than they put in.
A stop you don’t keep
Moving a stop further away after entry quietly raises the risk above 1%. The rule is only as good as the discipline to leave the stop where it is, which is why emotions get their own guide: FOMO and panic selling.
A strategy without an edge
Sizing controls how much each loss costs, not whether you come out ahead. If your average result per trade is negative after fees, a 1% rule slows the decline but doesn’t reverse it. Expected value in trading shows how to check that from win rate and payoff, and the risk-reward ratio shows the win rate a target needs just to break even. Formulas that promise an “optimal” risk fraction depend on inputs you can’t know precisely, which is why the Kelly criterion is better read as a ceiling than a target.
If you don’t use stops: size by stress loss
Many long-term holders never place stops, so the 1% formula doesn’t apply directly. The equivalent question is how much a holding would cost you in a severe drop. A $2,000 position with no stop loses $1,600 in a hypothetical 80% crash, or 16% of a $10,000 account.
You can turn that around. Divide the loss you could accept by the stress drop: if the limit for one holding is 5% of the account, or $500, the maximum position under an 80% stress scenario is $500 ÷ 0.80 = $625. A stress scenario is not a forecast; it is a way to put a number on the downside before it happens. The portfolio vital signs checklist applies the same thinking across a whole portfolio.
Common position-sizing mistakes
- Sizing by coin count or round numbers. Buying “0.1 BTC” or “$5,000 worth” without reference to the stop leaves the size of the loss to chance.
- Measuring risk from the account’s peak. After a drawdown, 1% of the old high is more than 1% of what you actually have.
- Leaving out fees on tight stops. With a hypothetical $60,000 entry, a 0.5% stop and 0.1% round-trip fees, fees make up 16.63% of the risk per unit.
- Tightening the stop to afford a bigger position. A stop placed to fit the size, rather than the idea, is more likely to be hit by ordinary price swings.
- Raising the risk to win back losses. An account down 10% at $9,000 that switches to 2% risk falls to $7,353.66 after ten more losses, a 26.46% drawdown, versus $8,139.44 (18.61%) at 1%.
- Forgetting open positions. Three open trades at 1% each put 3% at risk at once; decide in advance how much total open risk you will carry.
How position sizing fits the rest of your risk toolkit
Position sizing sits at the center of a set of related questions, and each one has its own guide:
| Question | Where it’s answered |
|---|---|
| Where should the stop go? | Stop-loss placement and risk per trade |
| Is the target worth the risk? | Risk-reward ratio, calculated |
| Does the approach make money on average? | Expected value: win rate vs payoff |
| Is there a mathematical maximum risk per trade? | The Kelly criterion and its limits |
| What does borrowing do to the math? | Leverage and liquidation |
| How much total loss will I accept? | Setting a max drawdown limit |
| Why do I break my own rules? | FOMO and panic selling |
A pre-trade sizing checklist
- Use the account value today, not its peak.
- Fix the risk percentage before looking at any chart.
- Place the stop where the trade idea would be proven wrong, then measure the distance.
- Add fees and an allowance for slippage to the risk per unit.
- Compute units and position value. If the value exceeds the account, treat that as a sign the stop is too tight for the budget, not as a reason to borrow.
- Add up the risk on every open position that tends to move with this one.
- Place the stop when you enter, and never widen it afterward.
Our position size calculator runs these steps with your own inputs and warns when a position would need leverage to open.
The bottom line
The 1% rule caps the planned loss per trade, not the size of the position, and the formula is short: risk budget divided by risk per unit, fees included. Its protection depends on a stop that fills, positions that aren’t secretly the same bet, and no leverage. Position sizing limits damage; it does not create profit, and for money you can’t afford to lose, the only safe position size is zero.
Frequently asked questions
What is the 1% rule in crypto trading?
It is a position-sizing guideline: size each trade so that, if the stop-loss is hit, you lose no more than 1% of your account. On a $10,000 account the planned loss is $100. The position itself can be much larger than 1% of the account, because its size depends on how far away the stop is. The rule limits damage per trade; it does not make a strategy profitable.
How do I calculate position size for a crypto trade?
Divide your risk budget by your risk per unit. The risk budget is your account value times your risk percentage. Risk per unit is the distance between entry and stop plus fees per unit. For a $10,000 account, 1% risk, a hypothetical $60,000 entry and a $57,000 stop with 0.1% round-trip fees, that is $100 ÷ $3,058.50 = 0.0327 BTC, a position worth about $1,961.75.
What happens if I risk 2% per trade instead of 1%?
Losses compound faster. After 10 consecutive losses, a $10,000 account keeps $8,170.73 at 2% risk per trade versus $9,043.82 at 1%. After 20 losses it keeps $6,676.08 versus $8,179.07, and the gain needed to get back to $10,000 is 49.79% versus 22.26%. Doubling the risk per trade more than doubles the recovery you need after a long streak.
Does the 1% rule work without a stop-loss?
Not directly, because the rule assumes an exit at a known price. Without a stop, the amount at risk is whatever you would lose in a severe drop. A $2,000 position with no stop loses $1,600 in a hypothetical 80% crash, or 16% of a $10,000 account. Investors who don't use stops can size positions by stress-test losses instead, starting from the loss they could accept.
Does position sizing make trading profitable?
No. Sizing controls how much each loss costs; it cannot turn a losing approach into a winning one. The SEC warns that day traders typically suffer severe financial losses in their first months of trading and that many never become profitable. Treat position sizing as a way to measure and cap risk, not as a reason to trade, and never trade with money you cannot afford to lose.
Sources
- Stop Orders: Factors to Consider During Volatile Markets — FINRA
- Stop Order (glossary) — U.S. SEC — Investor.gov
- Day Trading: Your Dollars at Risk — U.S. Securities and Exchange Commission
- Customer Advisory: Understand the Risks of Virtual Currency Trading — U.S. Commodity Futures Trading Commission
This content is for education only and is not financial, investment, tax or legal advice. Crypto assets are volatile and you can lose money. Examples use hypothetical numbers. See our disclaimer and editorial policy.