#Options are definitely more complicated than equity or futures.
Their prices don’t just go up and down.
They also fluctuate based on things like #time, #implied #volatility and #underlying stock movements.
#Greeks Describe the Behavior of #Individual #Options
Each #greek can help predict how it will behave under different circumstances and how options prices would change.
Say a call has 0.50 delta and 0.10 gamma and underlying rises by 10 point.
The call not only #increases 5 because of its #positive #delta. Along the way higher its delta rises to 0.60,resulting in a gain of more than 5.
#Vega is how much an option changes in value when #impliedvolatility changes on underlying.
Vega is expressed in #decimals of #premium per #percentage points of #impliedvolatility.
#Vega is higher on longer-dated options and lower on shorter-dated options.
Remember that implied volatility shows how much the market thinks the underlying will move.
Implied volatility can then drop quickly after the news occurs, which is known as a “#volatility #crunch.”
Theta increases as #expiration approaches.
A option with -0.1 theta will lose 0.10 of value each day, all else being equal.
This is especially true because theta #accelerates closer to #expiration.
Delta: “direction”
Gamma: “gaining delta”
Vega: “volatility”
Theta: “time decay”
#OptionsTrading #quantscapital #optiongreeks #derivatives #nse #bse