Volatility and event risk

What you will learn

  • Tell IV rank from IV percentile and compare IV with realized volatility
  • Calculate an expected move and place short strikes against it
  • Explain how earnings premium builds and collapses, and what the gap risk costs
  • Set rules for trading or avoiding binary events

Check your understanding

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

  1. A stock's 30-day IV is 45%. Over the past year its IV ranged from 25% to 75%. What is its IV rank?

    1. A 40
    2. B 60
    3. C 45
    4. D 20
    Show the answer

    Answer: A. (45 − 25) ÷ (75 − 25) = 20 ÷ 50 = 0.40, an IV rank of 40. It says where IV sits between the year's extremes, not how often IV was lower.

  2. A stock shows an IV rank of 25 but an IV percentile of 80. What is the most likely explanation?

    1. A Options are cheap and should be bought
    2. B One of the two numbers must be wrong
    3. C An earlier spike stretched the range, so rank reads low
    4. D IV percentile is always higher than IV rank, so the gap means nothing
    Show the answer

    Answer: C. Rank compares today with the extremes, which one spike can inflate; percentile counts how many days were lower. Here IV is above 80% of the year's readings even though the rank looks low.

  3. A $80 stock has 21-day implied volatility of 50%. What is the one-standard-deviation expected move to that expiry?

    1. A About ±$4.80
    2. B About ±$9.59
    3. C About ±$40.00
    4. D About ±$2.30
    Show the answer

    Answer: B. 80 × 0.50 × √(21 ÷ 365) = 40 × 0.2399 ≈ $9.59, a range of about $70.41 to $89.59. $40 is the annual figure, before scaling by the square root of time.

  4. Before earnings, a $90 stock's straddle for the first expiry after the report costs $6.30. The stock's average move on its last eight reports is 5%, and its largest was 13%. What is the sound reading?

    1. A Cheap at 0.7 times the average: buy the straddle
    2. B Fair: the move priced in matches history
    3. C Rich: sell a naked straddle at normal size
    4. D Rich at 1.4 times the average, but a 13% move is possible: use defined risk and small size, or skip
    Show the answer

    Answer: D. 6.30 ÷ 90 = 7% priced in against a 5% average, a ratio of 1.4, which Clear Tape would read as rich (1.2 or more). The 13% reaction shows the tail the seller is paid for, so the loss must be capped and small.

  5. A stock with no scheduled event shows 30-day IV of 48% and 90-day IV of 36%. How should a premium seller treat this?

    1. A An upward curve: ideal conditions for selling
    2. B A flat curve: it carries no information either way
    3. C Inverted: a warning of near-term stress
    Show the answer

    Answer: C. Near-dated IV above later-dated IV is backwardation, the market paying for protection now. Without a known event to explain it, it signals stress in which short premium tends to lose.

  6. In the strategy builder the expected move to expiry for a $150 stock is $13.72 (the at-the-money straddle). Which short put sits inside the expected move?

    1. A The 130 put, about 1.5 expected moves below
    2. B The 140 put, about 0.7 expected moves below
    3. C Both
    4. D Neither
    Show the answer

    Answer: B. Distance is (strike − price) ÷ expected move: (140 − 150) ÷ 13.72 ≈ −0.73 and (130 − 150) ÷ 13.72 ≈ −1.46. Under 1×, an ordinary move can reach the 140 strike.

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