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AcadiFi
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SkewTrader_Nadia2026-04-05
cfaLevel IIDerivatives

What is a risk reversal, and how does it express a view on both direction and volatility skew?

CFA Level II introduces risk reversals in the derivatives section. I understand it involves selling an OTM put and buying an OTM call (or vice versa), but I'm not sure how it relates to volatility skew trading. Can someone explain both the directional and skew components?

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A risk reversal is a powerful strategy that simultaneously expresses a directional view and a view on volatility skew. It's widely used by institutional traders and is a key Level II concept.

Construction (Bullish Risk Reversal):

  1. Sell an OTM put at strike K_1 (below current price)
  2. Buy an OTM call at strike K_2 (above current price)

Often structured as 'zero cost' — the put premium received funds the call purchase.

Directional Component:

The combination creates a synthetic long exposure between the two strikes:

  • Below K_1: You're effectively long the stock (short put is exercised against you)
  • Between K_1 and K_2: No obligation, both options expire worthless
  • Above K_2: You profit from the long call

Volatility Skew Component:

This is the Level II insight. In equity markets, OTM puts typically trade at higher implied volatility than OTM calls (the 'skew' or 'smirk'). A risk reversal has exposure to this skew:

  • Selling the OTM put: You're selling 'expensive' (high IV) volatility
  • Buying the OTM call: You're buying 'cheap' (low IV) volatility
  • Net effect: You profit if skew flattens (put IV falls relative to call IV)

Risk Reversal as a Skew Indicator:

Traders quote the 'risk reversal' as the IV difference between equidistant OTM calls and puts:

25-delta Risk Reversal = IV(25-delta call) - IV(25-delta put)

A negative value (typical for equities) means puts are more expensive than calls. A very negative value means extreme fear / high skew.

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Worked Example:

Atlas Mining trades at $85. You're bullish and think put skew is excessive.

  • Sell 1 $75 put (25-delta) at $3.40 (IV = 38%)
  • Buy 1 $95 call (25-delta) at $3.20 (IV = 28%)
  • Net credit: $0.20

Skew = 38% - 28% = 10 vol points. You're selling the expensive leg and buying the cheap leg.

If Atlas rises to $100:

  • $75 put expires worthless (you keep $3.40)
  • $95 call is worth $5.00
  • Net profit: $5.00 + $0.20 = $5.20

If Atlas falls to $70:

  • $75 put costs you ($75-$70) = $5.00, net of premium = $1.60 loss
  • $95 call expires worthless
  • Net loss: -$1.60

Exam Tip: Understand both the directional and skew dimensions. Know that equity risk reversals are typically quoted as call IV minus put IV, and that a more negative value implies greater investor fear. Be prepared to construct a risk reversal and calculate the payoff.

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