There is a great deal of uncertainty in the markets about the future prospects of XYZ company. You decide to buy a straddle on XYZ, buying 300 shares each of put and a call option with a strike price of $111. The put is trading at $4 and the call is trading at $5.3. At maturity, XYZ is priced at $107.4. What is your net profit on this position?
Strike price = $111.00
Price on maturity date = 107.40
Value of call option = Market price - Strike price(Subject to 0. It cannot be negative)
=107.40 - 111
0
Profit on call option = V.C. - premium paid
= 0-5.3
= -5.30
Loss of $5.30
Value of put option = Strike price - market price
= 111 - 107.4
= 3.6
Profit on put option = V.P. - premium paid on put option
= 3.6 - 4
= -0.4
Loss of $0.4 per option
Total loss = No. Of call option * loss per option + No. Of put options* loss per option
= 300*5.30 + 300*0.4
= 1590 + 120
= 1710
So, net loss on this position is $1,710. In other words, profit is -$1710
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