Position sizing
Read through, then take the test
A short test at the end
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Learn/Risk & the trader's mind

Position sizing

The math that decides whether you survive long enough to get good.

πŸ“– Guide8 min read+ a master test
Risk a little, survive a lot100% β€” starting account90% leftRisk 1% / trade35% leftRisk 10% / trade…after 10 losing trades in a row
Ten losing trades in a row is a normal streak. At 1% risk it barely dents you; at 10% it takes a third of your account. Small risk is survival.

Ask a room of new traders what they're working on and they'll say entries β€” the perfect signal, the magic indicator. Ask a professional and they'll talk about size. Position sizing is the quiet skill that decides everything: not whether a trade wins, but how much you have riding when it does or doesn't. Get it right and no single loss can hurt you much, so you live to take the next hundred trades. Get it wrong β€” bet too big chasing a fast fortune β€” and one bad run ends the game, no matter how good your reads were. This is the math of staying alive.

Risk a little, survive a lot

The foundational rule of risk is almost boringly simple: never risk more than a small, fixed slice of your account on any single trade β€” the common figure is 1%, and 2% for the more aggressive. On a $25,000 account, 1% means you structure each trade so that if it goes against you and you're stopped out, you lose about $250 β€” no more. That's it. It sounds too cautious to matter, until you see what it buys you: survival. At 1% risk you could be wrong ten times in a row and still hold almost 90% of your account, calm and able to keep trading. The trader risking 10% a shot is one bad week from being crippled. Small risk isn't timid β€” it's what keeps you in the game long enough for your edge to show up.

How many shares? Let the stop decide

Here's the mechanical part, and it's a formula worth burning in. Two numbers set your size. First, your dollar risk: account times risk percent β€” $25,000 Γ— 1% = $250. Second, your risk per share: the distance from your entry to your stop. Buy at $50 with a stop at $48 and you're risking $2 a share. Divide one by the other and you have your position: $250 Γ· $2 = 125 shares. Notice what just happened β€” you didn't buy 125 shares because it felt right; the number fell out of your account and your stop. That 125 shares is a $6,250 position, a quarter of the account, yet only $250 is actually at risk. Size is an output, never a guess. Run the machine yourself below β€” and mind the streak test under it.

Let the stop decide your size1% of $25,000$250dollar riskΓ·$50 entry βˆ’ $48 stop$2risk / share=125 sharesa $6,250 position
Two numbers set your size: the dollars you'll risk, and the risk per share from entry to stop. Divide, and the share count falls out.
Try itSize it like you plan to surviveThe formula that ties account, risk, and stop together β€” drag any dial and watch the others obey.
You're risking$100
Position size$1,667
Of your account17%
The streak test

Ten losers in a row β€” every trader meets that streak eventually β€” costs you 9.6% of the account at 1% risk. The trader risking 10% a trade is down 65% after the same streak, and needs a 187% run just to get even.

Think in R, not dollars

Once your risk per trade is fixed, a lovely simplification opens up: measure everything in R, where 1R is simply your initial risk. That $250 β€” or $2 a share β€” is 1R. Now a loss at your stop is βˆ’1R, always, whatever the stock or the account. A trade that runs to $56, six dollars past your $50 entry, is a +3R winner. Suddenly every trade speaks the same language. You stop thinking "I made $750" and start thinking "that was 3R," which lets you compare a cheap stock with an expensive one, judge whether your winners outrun your losers, and set targets in units of risk. Professionals live in R β€” it turns a messy pile of dollar figures into one clean scoreboard.

Think in R, not dollars$56+3R$54+2R$52+1R$50entry$48βˆ’1R stop1R = $2 a share
Fix your risk and 1R becomes your unit. A stop is always βˆ’1R; a target three times as far is +3R. Every trade now speaks the same language.

Why small risk wins: the recovery math

There's a brutal asymmetry that makes big bets a trap: losses hurt more than equal gains help. Lose 10% and you need about 11% to get back β€” no big deal. But lose 50% and you don't need 50% to recover, you need 100%, a double, just to break even. Lose 75% and you need a 300% gain. This is why blowing up is so hard to come back from, and why the size of your losses matters far more than the size of your wins. Keep every loss small β€” 1R, a rounding error on your account β€” and you never fall into the deep hole where the recovery math turns against you. The trader who risks little stays on the flat part of that curve, where a losing streak is an annoyance, not a catastrophe.

Losses hurt more than gains helpLose 10%+11% to recoverLose 25%+33% to recoverLose 50%+100% to recoverLose 75%+300% to recover
Losses and gains aren't symmetric. Down 50% needs a 100% gain just to break even; down 75%, a 300% one. Keep losses small and you never enter that hole.

Sizing ties the whole trade together

See how the pieces lock together and you'll never size randomly again. Your stop β€” where your idea is proven wrong β€” sets your risk per share. Your account and risk percent set your dollar risk. Your position size is whatever makes those two agree. That's the correct order, and it has a crucial consequence: a wider stop means a smaller position, and a tighter stop lets you size bigger for the same risk. Most beginners do it backwards β€” they decide how many shares they "want," bolt on a stop wherever, and end up risking wildly different amounts each trade with no idea how much is on the line. Flip it. Find your stop first, size from it, and every trade risks the same small, deliberate amount. Which is exactly why the next thing to master is where that stop belongs.

Size from the stop, not a guessYour stop→ risk per shareAccount × 1%→ dollar riskPosition size$risk ÷ risk/share
The stop sets your risk per share; the account sets your dollars; the size is whatever makes them agree. A wider stop simply means fewer shares.
Not this

The 1% is of your account, not the position β€” a 125-share, $6,250 position that risks $250 is a 1% risk, not a 25% one; don't confuse position size with risk. Sizing isn't a feeling: never pick a share count first and add a stop later, or you'll risk a random amount every time. And position sizing can't rescue a bad stop β€” if your stop sits in a silly place, small risk just means you lose your 1% a little more slowly. Size from a sensible stop, not around a number you wish you were trading.

Master test

Prove you've got Position sizing

The whole lesson, in five lines
  • 1Position sizing decides everything β€” not whether a trade wins, but how much you have riding. The rule is boring: risk a small, fixed slice per trade, commonly 1% (2% for the aggressive). At 1% you can be wrong ten times and still hold ~90% of your account.
  • 2Size is an output, not a guess. Two numbers set it: dollar risk (account Γ— risk %) and risk per share (entry minus stop). Shares = dollar risk Γ· risk per share. $250 risk Γ· $2 a share = 125 shares β€” the number falls out of your account and your stop.
  • 3Once risk is fixed, measure everything in R β€” 1R is your initial risk. A loss at your stop is always βˆ’1R; a trade that runs three times your risk is +3R. R turns a messy pile of dollar figures into one clean scoreboard.
  • 4Big bets are a trap because losses hurt more than equal gains help. Lose 50% and you need a 100% gain β€” a double β€” just to break even; lose 75% and you need 300%. Keep every loss to 1R and you stay on the flat part of that curve.
  • 5The pieces lock together: your stop sets risk per share, your account and risk % set dollar risk, and position size is whatever makes them agree. A wider stop means a smaller position. Find the stop first, size from it, and every trade risks the same small amount.

Fresh charts you haven't seen, drawn live and shuffled together, with a couple of β€œwhy” questions in the mix. No hints until the end. Clear 3 of 4 and the module is yours.

CONTINUE THE PATHStop-lossesThe predefined exit that caps every loss β€” where to place it (below structure, not a random number), how much room to give it, and the cardinal sins.
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