QUOTE(duplicated @ Apr 12 2017, 06:11 PM)
I would like to ask a question as I am relatively new to Options. I have an idea but I am not sure if this will work.
Let's put it this way.
current price of the underlying stock is ~$100
Buy Call at $100
Buy Put at $100
At the end of the timeframe or in the middle of it, the price must have moved considerably away from the $100 (in any direction), hence making us profits.
My question is, is this feasible?
hehe - think cost of time decay or Theta
When U BUY an option, U are buying the TIME + CONTRACTUAL RIGHT (extrinsic value)
As the time of the contract passes, what do U think will happen to the cost or premium of the option, assuming the underlying doesn't move?
ALSO - when U Buy an option AND don't have the $ to exercise the option (which is usually the case -100 units of FB, imagine) - how to make $?
U turn around & sell your option right?
By the time U sell your option, the contract DTE (Days to Expiry) is shorter than when U bought right?
So.. the value of the option, again assuming all else being the same like no movement in underlying, U can sell for higher or lower premium than your BUY cost?
If U can answer the above clearly, U will have answered your own Q whether feasible or not
Sorry ar - i usually ask Qs for clarity or leading one to find one's own answer coz i ain't no sifu, still big L (learner) plate
This post has been edited by wongmunkeong: Apr 12 2017, 10:29 PM