Did you know that globally nearly 80-85% of the options expire worthless. That means; the buyer of the option loses money on the option while the seller actually takes the premium. There could be two reasons for the same. Firstly, the option buyers are normally the smaller trades while the option sellers are normally large institutions. Secondly, attractive options tend to be fully priced and deep OTM options are anyways worthless. As a result, time works much harder against the option buyer and in favour of the option seller. First, let us understand what exactly is an option?
An option is an asymmetric derivative product where the cash flows of the buyer of the option and the seller of the option do not sync with one another. This is unlike futures where the buyer and the seller have unlimited potential for profits and for losses. When you buy an option you get the right without the obligation. A call option is a right to buy without the obligation and a put option is a right to sell without the obligation. Since the option loss is restricted to the premium paid, the maximum loss is capped at the total premium. Once the option cost is covered, the option profit can be unlimited on the upside. That explains why option buyers find it attractive. Let us now focus on option payoffs.
Let us assume that Rajesh has purchased a 600 call option in the current expiry on Tata Steel at a premium of Rs.15 when the spot price was Rs.592. In this case, Rs.600 becomes the strike price while Rs.15 is premium cost or the option cost. This also represents the maximum loss on the position that the buyer of the option, Rajesh, will have to incur under any circumstances. How will the option pan out under different conditions?
Price Scenario | Profit / Loss | Option Cost | Option P/L | Net Pay off | Action taken |
570 | 0 | 15 | -15 | -15 | Left to expire |
580 | 0 | 15 | -15 | -15 | Left to expire |
590 | 0 | 15 | -15 | -15 | Left to expire |
600 | 0 | 15 | -15 | -15 | Indifferent |
610 | 10 | 15 | -15 | -5 | Exercised |
620 | 20 | 15 | -15 | 5 | Exercised |
630 | 30 | 15 | -15 | 15 | Exercised |
640 | 40 | 15 | -15 | 25 | Exercised |
650 | 50 | 15 | -15 | 35 | Exercised |
The three different colours in the above table show the three different levels of payoff that the buyer of the option will get…
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