Position Sizing & the 2% Rule
Position Sizing & the 2% Rule
In one line: Decide how many shares to buy by how much you can lose, not by how much you can afford or how sure you feel.
π― What you'll learn
- What position sizing (deciding how many shares to buy) really means.
- The 2% rule (never risk more than 2% of your money on one trade).
- A simple formula to find the right number of shares.
- Why a wider stop means a smaller position, not a bigger loss.
π Key concepts
What is position sizing?
Position sizing is just answering one question: "How many shares should I buy?"
- It is like buying vegetables in a bazaar with a fixed budget. You do not buy so much that one bad brinjal ruins your whole week.
- A position is the shares you hold in one stock.
- Sizing by risk means you first decide your maximum loss, then work backwards to the share count.
The 2% rule
The 2% rule says: on any single trade, risk only 1% to 2% of your total account (all the money in your trading account).
- Risk here means the money you lose if the trade goes wrong and your stop is hit.
- A stop-loss (or "stop") is a price where you sell to cut the loss. Chapter 46 covered this.
- Small, fixed risk keeps you in the game. Even 10 losses in a row cannot wipe you out.
- Beginners should start at 1%. It is gentler while you learn.
The formula
Two easy steps. Use a calculator, no shame in it.
- Step 1 β Risk amount = Account size Γ Risk %
- Step 2 β Number of shares = Risk amount Γ· (Entry price β Stop price)
- Entry price is where you buy. Stop price is where you sell if wrong.
- The gap between them is your risk per share (loss on each share if the stop hits).
π Example
You have an account of βΉ1,00,000. You use the 2% rule.
Trade A β normal stop
- Risk amount = 1,00,000 Γ 2% = βΉ2,000 (your max loss)
- You buy at βΉ100, stop at βΉ90.
- Risk per share = 100 β 90 = βΉ10
- Shares = 2,000 Γ· 10 = 200 shares
- Position value = 200 Γ 100 = βΉ20,000
Buy 100 βββββββββββ Stop 90
gap = 10/share
2000 / 10 = 200 shares
Trade B β tighter stop
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Same βΉ2,000 risk. Same buy price βΉ100.
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But stop is at βΉ95, so risk per share = 100 β 95 = βΉ5
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Shares = 2,000 Γ· 5 = 400 shares
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See the trick? A tighter stop lets you buy MORE shares for the same βΉ2,000 risk.
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A wider stop means FEWER shares. Your loss stays βΉ2,000 either way.
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The stop distance changes the share count, never your money at risk.
β οΈ Common mistakes
- Buying by feeling. "I feel sure" is not a number. Confidence does not size a trade; risk does.
- Buying all you can afford. Having βΉ1,00,000 does not mean putting it all in one stock.
- Ignoring the stop. Without a stop price, the formula cannot work and losses have no limit.
- Widening the stop to buy more. Move the stop only for real chart reasons, then re-do the maths.
- Risking 10% or more per trade. A few losses in a row can then destroy the account.
β Key takeaways
- Size every trade by risk, not by confidence or by how much you can afford.
- Risk only 1% to 2% of your account on one trade.
- Risk amount = Account Γ Risk %. Shares = Risk amount Γ· (Entry β Stop).
- A wider stop = fewer shares. A tighter stop = more shares. Loss stays fixed.
- This one habit keeps any single loss small and survivable.
π Quick check
- Q: Your account is βΉ50,000 and you risk 2%. What is your max loss on one trade? A: βΉ50,000 Γ 2% = βΉ1,000.
- Q: You buy at βΉ200 with a stop at βΉ180 and can risk βΉ1,000. How many shares? A: Risk per share = 200 β 180 = βΉ20. Shares = 1,000 Γ· 20 = 50 shares.
- Q: If you move the stop closer to the buy price, do you buy more shares or fewer? A: More shares, because the risk per share is smaller. Your total risk stays the same.
π New words
- Position sizing β deciding how many shares to buy for one trade.
- Position β the shares you currently hold in a stock.
- Account size β the total money in your trading account.
- Risk (per trade) β the money you lose if the stop-loss is hit.
- 2% rule β never risking more than 1β2% of your account on a single trade.
- Risk per share β the loss on each share, equal to entry price minus stop price.
Educational content only β not financial advice. Trading involves the risk of losing money.