Why trend following works: edge, skew and psychology

What you will learn

  • Explain the research evidence for trend following and its main limits.
  • Measure trades in R and compute expectancy from win rate and payoff.
  • Anticipate losing streaks and drawdowns before trading a low-win-rate system.

Check your understanding

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

  1. A system wins 35% of its trades. Winners average +2.7R and losers −0.9R. What is its expectancy per trade before costs?

    1. A About −0.2R: the system loses because most trades lose
    2. B About +0.36R
    3. C About +0.95R
    4. D About +1.8R
    Show the answer

    Answer: B. Expectancy = 0.35 × 2.7 − 0.65 × 0.9 ≈ 0.945 − 0.585 = +0.36R. A low win rate is fine when winners are large enough.

  2. A trader follows a breakout system exactly, risking 1% per trade, and has just taken seven losses in a row. The system was backtested with a 38% win rate. What is the most appropriate response?

    1. A Double the risk on the next trade to recover the drawdown faster
    2. B Pause until the system produces a winning trade on paper
    3. C Switch to a system with a higher win rate and shorter losing streaks
    4. D Check execution, then keep taking signals: the streak is normal here
    Show the answer

    Answer: D. At a win rate near 40%, streaks of six to eight losses are likely over 100 trades. Raising risk or pausing changes the system that was tested.

  3. To feel better about a trend system, a trader starts taking the whole profit at +1R. The win rate rises from 35% to 55%. What is the most likely effect on the system?

    1. A Expectancy improves, because there are now more winning trades than losing ones
    2. B It cuts off the large winners, so expectancy can fall or turn negative
    3. C Nothing changes, because R is a relative measure
    4. D Drawdowns shrink at no cost to returns
    Show the answer

    Answer: B. Trend-following profits come from the right tail. Capping winners at +1R removes it, and 55% × 1R − 45% × 1R leaves little or nothing after costs.

  4. A system targets winners three times the size of its losers. Before costs, what minimum win rate does it need to break even?

    1. A 15%
    2. B 33%
    3. C 25%
    4. D 50%
    Show the answer

    Answer: C. Break-even win rate = 1 ÷ (1 + payoff ratio) = 1 ÷ 4 = 25%. Costs push the real threshold a little higher.

  5. Which explanation for persistent trends is best supported by the research discussed in this lesson?

    1. A Early underreaction, plus gradual institutional buying and news flow
    2. B Prices are random, so any trend is an illusion of hindsight
    3. C Trends exist only because many traders draw the same chart patterns and act on them
    4. D Trends persist because brokers hold prices up
    Show the answer

    Answer: A. Underreaction (anchoring, the disposition effect) and gradual institutional positioning are the main explanations, with herding extending late moves. Momentum research across markets and a century of data supports a real effect.

  6. In a 100-trade backtest, the five largest winners earned more than the system’s entire net profit. What does this imply for live trading?

    1. A Those five trades are outliers and should be removed to judge the system fairly
    2. B The system is broken and needs a profit target
    3. C Only the strongest-looking signals should be taken
    4. D Skipping signals by judgement risks missing the few trades that make the result
    Show the answer

    Answer: D. Positive skew means a few trades carry the system, and they cannot be identified in advance. Taking every signal is how a trader makes sure to be in them.

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