![]() Financial Daily from THE HINDU group of publications Sunday, Nov 30, 2003 |
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Investment World
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Derivatives Markets Markets - Derivatives Markets Columns - Simple Economics Stock speed and option time decay B. Venkatesh
Suppose you decide to buy call options on Tata Motors, expecting the spot price to move from Rs 400 to Rs 430. You buy the December 420 calls for Rs 15.50 per option. The profit you make on the long calls position depends on when the stock moves to your target price of Rs 430. If, for instance, the price moves to Rs 430 five days after you buy the option, the December 420 calls will be approximately worth Rs 21 per option. On the other hand, if the stock moves 15 days later, the same calls will be only worth only Rs 16 per option. The reason? The price you paid to buy the option contains a time value factor. Typically, longer the time left for the option to expire, higher the time value. This is because you have more time for the option to generate profits. So, as each day passes, the option's time value will decline. This is referred to as time decay, and is captured by the option theta in the valuation model. The option theta was the reason why the December 420 calls generated higher returns when the stock quickly touched Rs 430. This is also another reason why you should not typically buy an option on Friday. Your position will time-decay on Saturday and Sunday.
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