Stops and position sizing: ATR stops, volatility sizing and pyramiding

What you will learn

  • Compute a position size from the risk budget and an ATR-based stop.
  • Explain volatility units and adapt them safely to a stock account.
  • Set pyramiding, sector and portfolio limits that keep losing streaks survivable.

Check your understanding

Answer each question to see the explanation. Answers are not saved.

  1. An account of $80,000 risks 1% per trade. A breakout enters at $50 with ATR(20) of $1.60 and a stop at 2 × ATR. How many shares?

    1. A 500 shares
    2. B 250 shares
    3. C 1,600 shares
    4. D 160 shares
    Show the answer

    Answer: B. Risk budget $800; risk per share 2 × $1.60 = $3.20; $800 ÷ $3.20 = 250 shares. The position is $12,500, about 16% of the account.

  2. With $100,000 and 1% risk, a setup at $50 has a stop only $1 away. The risk formula gives 1,000 shares ($50,000). The backtest caps one stock at 20% of equity. What happens?

    1. A The full 1,000 shares are bought; risk comes first
    2. B The trade is skipped, since it breaks the 20% rule
    3. C The stop is moved further away so the size fits
    4. D Capped at 400 shares ($20,000), risking only $400
    Show the answer

    Answer: D. Shares are the smaller of the risk-based and the cap-based numbers. A capped trade risks less than 1R of the budget, which is the safe direction.

  3. A trader applies the Turtles’ rule of 1% of equity per N to a $100 stock with an ATR of $2. What is the problem?

    1. A Half the account in one stock (1% ÷ 2%), too much for cash or gaps
    2. B There is no problem: the rule worked for the Turtles across many markets
    3. C The stop is too tight for a stock this volatile
    Show the answer

    Answer: A. 1% of equity ÷ $2 per share = shares worth 50% of the account. Futures accounts allowed that; a stock account needs a smaller fraction and a position cap.

  4. A trader holds four pyramided units in a strong trend, all stops raised to 2 ATR below the last add. What is true about the position now compared with the first unit alone?

    1. A Risk is lower, because the stops were raised
    2. B Risk is unchanged, because each unit is the same size
    3. C Loss at the stop and concentration are both higher
    4. D The position can no longer lose money
    Show the answer

    Answer: C. Later units sit far above the first entry, so a reversal to the raised stop costs more than the original 1R. The position is also much larger.

  5. In one week a breakout system triggers in five semiconductor stocks, each sized at 1% risk. How should the trader think about this?

    1. A Five independent 1% risks: diversification is complete
    2. B Nearly one 5% bet on one industry; cap sector and total risk
    3. C Take only the first and skip the rest forever
    4. D Double the size because the signal is confirmed five times over
    Show the answer

    Answer: B. Stocks in one industry tend to move together, so their stops are likely to be hit together. Sector and portfolio-heat limits address that correlation.

  6. A system at 1% risk has just had ten full losses in a row. Roughly how far is the account from its peak, and what does this lesson suggest?

    1. A About 10%: normal here; keep or cut risk, never raise it
    2. B About 1%, since each loss is 1%
    3. C About 25%, so the system must be abandoned as broken
    4. D About 10%, so raise risk to 3% per trade to win it back faster
    Show the answer

    Answer: A. 1 − 0.99¹⁰ ≈ 9.6%. Raising risk after a streak magnifies the next streak; the Turtles did the opposite and cut size in drawdowns.

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