On Friday, Sam bought 150 shares of CDEF because 150 "used most of the account." There was no math behind it.
On Monday he put a stop in every order (Lesson 51: What Is a Stop-Loss?). That fixed half the problem. A stop tells you how far the price can move against you. It says nothing about how many dollars that move costs, and that depends entirely on how many shares you hold.
So on Tuesday morning, before touching a ticket, Sam opened a calculator.
In 30 seconds
- Position sizing is choosing how many shares to buy so that, if your stop is hit, you lose a fixed dollar amount you decided in advance.
- The formula is shares = dollar risk ÷ risk per share, where risk per share is the distance from your entry to your stop.
- This guide recommends risking no more than 1% of your trading account per trade while you learn: $60 on $6,000.
- A wider stop means fewer shares, and the share count is also capped by the cash you actually have.
In this lesson you'll learn how much to Risk Per TradeRisk per trade is the maximum dollar amount you're willing to lose on a single position if your stop is hit — typically expressed as a percentage of your total account equity (commonly 0.5%–2% per trade) and used as the foundation for calcuRead definition →, the three-step sizing formula, why a wider stop means a smaller position, why trading the same share count every time quietly doubles your odds of a deep DrawdownA drawdown is the peak-to-trough decline in account equity — it measures how far you've fallen from your high-water mark, either from a single losing trade or a series of losing trades.Read definition →, what to do when you can't afford the shares, and how to allow for SlippageSlippage is the difference between the price you expected to receive when placing a trade and the actual fill price you got — it occurs because the market moved between when you placed the order and when it was executed, or because you usedRead definition →. Sam first met the 1% rule in Lesson 3: How Much Money Do You Need to Start?. If you're new to risk, start with Lesson 50: Introduction to Risk Management.
What is position sizing?
Position sizing is deciding how many shares to trade based on how much money you're willing to lose if the trade fails, rather than on how confident you feel or how much cash you have.
Think of a road trip with a full tank. Before each leg, you decide how much fuel it can use, so one wrong turn can't strand you halfway. The tank is your account. Each trade gets its share of fuel, and the length of the road (your stop distance) decides how fast you can drive.
Two traders can buy the same stock at the same price with the same stop and have completely different risk. One holds 50 shares, the other 500. The chart is identical. The damage if they're wrong is ten times different.
How much should you risk on each trade?
This guide recommends risking no more than 1% of your trading account on any single trade while you're learning; on Sam's $6,000, that's $60.
Why so small? Because losing streaks happen to everyone, and the size of each loss decides how much of the account survives one.
- Risk per trade
- 1%
- Account left after 10 losses in a row (from $6,000)
- $5,426 (down 9.6%)
- Risk per trade
- 2%
- Account left after 10 losses in a row (from $6,000)
- $4,902 (down 18.3%)
- Risk per trade
- 5%
- Account left after 10 losses in a row (from $6,000)
- $3,592 (down 40.1%)
- Risk per trade
- 10%
- Account left after 10 losses in a row (from $6,000)
- $2,092 (down 65.1%)
| Risk per trade | Account left after 10 losses in a row (from $6,000) |
|---|---|
| 1% | $5,426 (down 9.6%) |
| 2% | $4,902 (down 18.3%) |
| 5% | $3,592 (down 40.1%) |
| 10% | $2,092 (down 65.1%) |
Each loss is a percentage of the balance left after the previous one. Calculated, not observed data.
At 1%, ten straight losses hurt but leave you in the game. At 10%, they leave you needing to almost triple what's left. How likely those streaks are is the subject of Lesson 55: Risk of Ruin.
Recalculate the 1% as your account changes. If the account falls to $5,500, 1% is $55. Base it on what you actually own, your account equity, so borrowed buying power never inflates it. A broker may let you hold a position far bigger than your cash, but your risk budget doesn't grow with it.
How do you calculate position size?
To calculate Position SizePosition size is the number of shares, contracts, or dollar value you deploy in a single trade — determined by the relationship between your account risk percentage, your dollar risk per share (distance to stop), and your account size ratheRead definition →, divide your dollar risk for the trade by your risk per share, which is the distance from your entry price to your stop price, and round down.
- Dollar risk: account × 1%. On $6,000, that's $60.
- Risk per share: entry minus stop. Buy at $25.00, stop at $24.50: $0.50.
- Shares: $60 ÷ $0.50 = 120 shares.
Always round down. If the math says 133.3 shares, you buy 133, so the planned loss stays at or under your limit.
The order matters. The chart decides where your stop belongs, and the formula decides the size. Never move the stop closer just so you can buy more shares; Lesson 58: How to Place a Stop Loss Correctly shows where a stop belongs.
A wider stop means fewer shares because your dollar risk stays fixed, so each extra cent of stop distance has to be paid for with a smaller position.
With $60 to risk:
- Stop distance
- $0.20
- Shares
- 300
- Loss if stopped
- $60
- Stop distance
- $0.40
- Shares
- 150
- Loss if stopped
- $60
- Stop distance
- $0.50
- Shares
- 120
- Loss if stopped
- $60
- Stop distance
- $1.00
- Shares
- 60
- Loss if stopped
- $60
- Stop distance
- $2.00
- Shares
- 30
- Loss if stopped
- $60
| Stop distance | Shares | Loss if stopped |
|---|---|---|
| $0.20 | 300 | $60 |
| $0.40 | 150 | $60 |
| $0.50 | 120 | $60 |
| $1.00 | 60 | $60 |
| $2.00 | 30 | $60 |
This is what makes position sizing so useful. A volatile stock with a wide stop and a calm stock with a tight one carry the same dollar risk. You never have to avoid a good setup because its stop is far away; you just trade it smaller. Sizing is the system layer that sits around a strategy, explained in setup vs. strategy vs. system.
Yes. Trading the same number of shares on every trade makes your dollar risk swing with each stop distance, and in a DayTradingToolkit simulation that roughly doubled the chance of a deep drawdown compared with risking a fixed $60.
Here's the test. Two hypothetical traders start with $6,000 and take 200 trades each, with the same Win RateWin rate is the percentage of your trades that result in a profit — calculated as (number of winning trades ÷ total trades) × 100 — and while commonly cited as a measure of trading success, it means very little without also knowing the averRead definition → and the same stop distances. One risks $60 every time. The other buys 90 shares every time, a number picked so that their average dollar risk is also $60. The only difference is how the risk is spread.
- Result after 200 trades
- Dollar risk per trade
- Fixed $60 risk
- $60 on every trade
- 90 shares every time
- $18 to $180
- Result after 200 trades
- Median final account
- Fixed $60 risk
- $6,780
- 90 shares every time
- $6,771
- Result after 200 trades
- 5th percentile final account
- Fixed $60 risk
- $4,980
- 90 shares every time
- $4,616
- Result after 200 trades
- 95th percentile final account
- Fixed $60 risk
- $8,580
- 90 shares every time
- $8,988
- Result after 200 trades
- Median worst drawdown
- Fixed $60 risk
- 13.1%
- 90 shares every time
- 16.6%
- Result after 200 trades
- Traders who hit a 20% drawdown
- Fixed $60 risk
- 16.8%
- 90 shares every time
- 34.7%
- Result after 200 trades
- Traders who hit a 30% drawdown
- Fixed $60 risk
- 3.1%
- 90 shares every time
- 10.5%
| Result after 200 trades | Fixed $60 risk | 90 shares every time |
|---|---|---|
| Dollar risk per trade | $60 on every trade | $18 to $180 |
| Median final account | $6,780 | $6,771 |
| 5th percentile final account | $4,980 | $4,616 |
| 95th percentile final account | $8,580 | $8,988 |
| Median worst drawdown | 13.1% | 16.6% |
| Traders who hit a 20% drawdown | 16.8% | 34.7% |
| Traders who hit a 30% drawdown | 3.1% | 10.5% |
DayTradingToolkit simulation: 10,000 hypothetical traders per column, 200 trades each, $6,000 start. A 45% win rate, winners paying 1.5 times the dollars risked, costs of 6% of the dollars risked on each trade. Stop distances drawn at random: $0.20 (20% of trades), $0.40 (25%), $0.50 (25%), $1.00 (20%), $2.00 (10%). Seed 525252. Hypothetical, not trader data.
Notice what didn't change: the median final account is almost identical. What changed is the spread around it. With a fixed share count, a $2.00 stop quietly turns a $60 trade into a $180 trade, and a few of those in a row dig a hole the fixed-dollar trader never sees. The upside got wider too, which is the trap: the same habit that produces a few great runs produces many more ugly ones.
Risk is measured in dollars, not shares.
If the formula gives you more shares than your cash can buy, the cash limit wins: buy what you can afford and accept a smaller dollar risk than planned.
In a cash account you can only buy with money you've already deposited and settled. Investor.gov explains that buying and then selling before paying with settled funds is freeriding, which gets a cash account restricted. So your share count has two caps:
- Risk cap: dollar risk ÷ risk per share
- Cash cap: cash available ÷ share price
Use whichever is smaller. The cash cap bites hardest on pricey stocks. Here's the same $60 risk and $0.40 stop on four different share prices, with Sam's $6,000:
- Share price
- $10
- Risk cap
- 150
- Cash cap
- 600
- Shares you trade
- 150
- Dollars lost if stopped
- $60
- Cost of position
- $1,500
- Share price
- $25
- Risk cap
- 150
- Cash cap
- 240
- Shares you trade
- 150
- Dollars lost if stopped
- $60
- Cost of position
- $3,750
- Share price
- $53.80
- Risk cap
- 150
- Cash cap
- 111
- Shares you trade
- 111
- Dollars lost if stopped
- $44.40
- Cost of position
- $5,972
- Share price
- $150
- Risk cap
- 150
- Cash cap
- 40
- Shares you trade
- 40
- Dollars lost if stopped
- $16
- Cost of position
- $6,000
| Share price | Risk cap | Cash cap | Shares you trade | Dollars lost if stopped | Cost of position |
|---|---|---|---|---|---|
| $10 | 150 | 600 | 150 | $60 | $1,500 |
| $25 | 150 | 240 | 150 | $60 | $3,750 |
| $53.80 | 150 | 111 | 111 | $44.40 | $5,972 |
| $150 | 150 | 40 | 40 | $16 | $6,000 |
DayTradingToolkit calculation, cash account, no borrowed money.
On the $150 stock, a perfect stop only risks $16. That's fine, because risking less than 1% is never the problem. It does mean your potential win on that trade is tiny, which is worth knowing before you spend the effort.
Should you include slippage in the calculation?
Yes. Adding your typical slippage to the risk per share makes the planned loss closer to what a triggered stop actually costs, since Investor.gov notes a stop's execution price can differ significantly from the stop price.
If your fill log shows stops usually execute about 2 cents below the stop, size as if the stop were 2 cents further away. With a $0.50 stop, use $0.52: $60 ÷ $0.52 = 115 shares instead of 120. It's a small change that keeps a normal stop-out at or under your limit.
How small depends on the stop. A 2-cent buffer barely touches a wide stop and takes a real bite out of a tight one:
- Stop distance
- $0.10
- Shares with no buffer
- 600
- Shares with a 2-cent buffer
- 500
- Position cut
- 17%
- Stop distance
- $0.20
- Shares with no buffer
- 300
- Shares with a 2-cent buffer
- 272
- Position cut
- 9%
- Stop distance
- $0.40
- Shares with no buffer
- 150
- Shares with a 2-cent buffer
- 142
- Position cut
- 5%
- Stop distance
- $0.50
- Shares with no buffer
- 120
- Shares with a 2-cent buffer
- 115
- Position cut
- 4%
- Stop distance
- $1.00
- Shares with no buffer
- 60
- Shares with a 2-cent buffer
- 58
- Position cut
- 3%
- Stop distance
- $2.00
- Shares with no buffer
- 30
- Shares with a 2-cent buffer
- 29
- Position cut
- 3%
| Stop distance | Shares with no buffer | Shares with a 2-cent buffer | Position cut |
|---|---|---|---|
| $0.10 | 600 | 500 | 17% |
| $0.20 | 300 | 272 | 9% |
| $0.40 | 150 | 142 | 5% |
| $0.50 | 120 | 115 | 4% |
| $1.00 | 60 | 58 | 3% |
| $2.00 | 30 | 29 | 3% |
DayTradingToolkit calculation: $60 ÷ (stop distance + $0.02), rounded down.
That's one more reason very tight stops are less attractive than they look. A 10-cent stop sounds cheap, but a couple of cents of slippage is a fifth of it.
Sam sizes his XYZ trade
On Tuesday, XYZ pulls back to the $53.75 level Sam has watched since Lesson 31. Here's his sizing, all hypothetical.
Sam's XYZ position size (hypothetical)
Then the second check: 150 shares at $53.80 costs $8,070. Sam has $6,000. His cash cap is $6,000 ÷ $53.80 = 111 shares, so he rounds down to 110 and keeps a small cushion.
- Risk cap
- Shares
- Cash cap
- 150
- What Sam trades
- 111
- Risk cap
- Cost
- Cash cap
- $8,070
- What Sam trades
- $5,972
- Risk cap
- Loss if stopped at $53.40
- Cash cap
- $60.00
- What Sam trades
- $44.40
| Risk cap | Cash cap | What Sam trades |
|---|---|---|
| Shares | 150 | 111 |
| Cost | $8,070 | $5,972 |
| Loss if stopped at $53.40 | $60.00 | $44.40 |
He places one bracket: buy 110 XYZ at $53.80, stop-market at $53.40, target at $54.60. At 10:31 the target executes. The hypothetical result is 110 × $0.80 = $88.00, minus a $0.12 SEC fee on the sale, for a gain of $87.88.
The result isn't the lesson. Win or lose, the most XYZ could have cost him was about $44 plus slippage, and he knew that before he clicked.
Sam added a line to his card: "Stop from the chart. Size from the math. Cash has the last word."
Mistake and fix
Trading the same number of shares every time
Your turn
Size three trades (10 minutes, notebook or calculator)
Check your understanding
Check your understanding
Your account is $8,000 and you risk 1%. Entry is $20.00 and your stop is $19.60. How many shares?
1% of $8,000 is $80. Risk per share is $0.40. $80 ÷ $0.40 = 200 shares, costing $4,000, which your cash covers.
Check your understanding
Your stop has to be twice as far away as usual. What happens to your position size if your dollar risk stays the same?
Shares = dollar risk ÷ risk per share. Double the risk per share and the share count halves.
Check your understanding
The formula says 150 shares, but your cash only covers 111. What do you do?
Use the smaller of the risk cap and the cash cap. Risking less than planned is fine; moving the stop to fit your size isn't.
Key takeaways
- Fix the dollar risk first, then let the stop distance set the share count.
- Shares = dollar risk ÷ (entry minus stop), rounded down.
- Buying the same number of shares every time lets a wide stop sneak in a much bigger loss than you planned.
- Check the cash cap too, and trade the smaller number.
- Add your typical slippage to the stop distance so real stop-outs stay near plan, and recalculate 1% as your account grows or shrinks.
Frequently asked questions
Does the 1% rule mean I can only lose 1% a day?
Is the 1% based on my account balance or my buying power?
How do I size a short trade?
Is position sizing the same as the 1% rule?
What if my order only partly fills?
Should I recalculate my size when the account changes?
Up next: is the trade worth the risk?
Sam now knows how much he'll lose if he's wrong. But that's only one side of the trade. On Wednesday, he finds a setup where the stop is 50 cents away and the next resistance is only 40 cents above his entry. Is it worth taking at all? Lesson 53: The Risk/Reward Ratio answers that.
Disclaimer
Article Sources
- FINRA Rule 2270: Day-Trading Risk Disclosure Statement - Day traders should be prepared to lose all the money they use for day trading.finra.org
- Investor.gov: Freeriding - In a cash account, buying and selling before paying with settled funds is freeriding and leads to restrictions.investor.gov
- Investor.gov: Stop, Stop-Limit and Trailing Stop Orders (updated August 18, 2026) - A triggered stop's execution price can differ significantly from the stop price.investor.gov
- Investor.gov: An Introduction to Short Sales - A short seller's potential loss is unlimited because a stock's price can keep rising.investor.gov
- DayTrading.com: 1% Rule in Day Trading Risk Management - The 1% is typically measured on equity and not borrowed funds, and ten straight 1% losses would be a manageable 10% drawdown.daytrading.com
- DayTradingToolkit simulation and calculations (hypothetical) - The fixed-dollar versus fixed-share comparison, the cash-cap table and the slippage buffer table.






