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YouTube T4-17: Option Vega

Nicole Seaman

Director of FRM Operations
Staff member
Vega is the sensitivity of an option's value to volatility. Vega tends to be highest when the option is at-the-money (ATM). In this example, where S = K = 100, σ = 30%, T = 1.0 year, and Rf = 4.0%, the vega is 38.32. This is the (linearly estimated) change in the option value per one unit (ie, 100%) change in volatility. Therefore, this vega predicts a change of +$0.38 if the volatility increases by +1.0% to 39.0%. In this way, by convention, we could divide the 38.32 by 100 = $0.3832 to express vega as the dollar change per PERCENTAGE POINT change in volatility.

David's XLS is here: https://trtl.bz/2T7KDtG

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