BBS: Channel 1(R) Communications [ATI 2400 v.42] 617-354-7077 Date: 02-18-93 (14:45) Number: 13467 To: KIRT MCALEXANDER Refer#: NONE From: JACK HOCH Read: NO Subj: OPTIONS REPOST 1 OF 3 Status: PUBLIC MSG Conf: Finance (52) Direction: FORWARD Reposted by special request: Recently on another net, I was asked by an individual to help him understand a little bit about options. The next thing I knew, the stock market was boring and I had expurgated, from the inner workings of my cranium, a 3 message litany on options. I've decided to post these messages here in RIME Finance in the hopes that there may be some lurkers who've always wanted to know something about options but were afraid to ask. I figure this will help make up for my pseudo MIA status over the past couple of months . Pardon any mistakes I may have made. I don't know your familiarity level with options, so I'll attempt to explain the basics as they relate to call options. First, some definitions. Exercise: The process of converting an option to its underlying stock. Strike price: The stock price at which an option becomes exercisable. In-the-money: An option which you can immediately exercise to buy the underlying stock. Out-of-the-money: An option whose underlying stock has yet to reach the 'strike price'. At-the-money: An option which is reaching the point where it can be exercised. Option price: The price you pay to buy or sell an option contract, not including commission. Time value: That component of option price which decays to zero over time. It is the premium you pay for the present and/or future right to exercise your option once the strike price is reached. Intrinsic value: That component of option price which reflects the true value of your option at expiration. Let's say you are interested in buying call options on IBM, and for our purposes we'll say that the stock is trading at $60.00 per share. It's early December. Opening up the paper and looking at the options page for IBM might reveal something like this: CASE 1: IBM last trade: $60.00, 2 weeks before expiration. Contract Price Contract Price Contract Price Dec 55 5« Jan 55 6« Mar 55 7¬ Dec 60 1 Jan 60 3 Mar 60 4 Dec 65 ¬ Jan 65 1« Mar 65 3 CASE 2: IBM last trade: $60.00, at expiration. Contract Price Contract Price Contract Price Dec 55 5 Jan 55 5¬ Mar 55 6« Dec 60 1/16 Jan 60 1« Mar 60 3¬ Dec 65 1/16 Jan 65 3/4 Mar 65 2 CASE 3: IBM last trade: $65.00, at expiration. Contract Price Contract Price Contract Price Dec 55 10 Jan 55 10« Mar 55 11 Dec 60 5 Jan 60 6 Mar 60 7 Dec 65 1/16 Jan 65 2 Mar 65 3 Again, these prices are totally hypothetical. Anyway, you can see that you have 3 series of call options (a series covers those options of like expiration months). The further away from the time of expiration, the more expensive the option price (due to time value). Now, if you wish to assume lots of risk, you'd be interested in buying those option contracts which are furthest "out of the money" and closest to expiration. In Case 1, that'd be the DEC 65s. They only cost $0.25 per contract (1 contract is equivalent to 100 shares of stock, so if you buy one contract you really pay $0.25 x 100 = $25.00 + commission). However, what you're really buying is the right to purchase IBM stock at $65/share any time between now and the 3rd Friday of December, which is the date upon which the December options expire. If IBM has not reached $65 or greater by the time of expiration day, the options expire worthless. Case 2: IBM stock is trading less than $65/share at the time of December options expiration. You can see what has happened to the price of the DEC 65 calls. It has fallen from ¬ to 1/16 (which is really zero). You've lost 100% of your investment. Case 3: Now, let's say you bought the DEC 65 calls for ¬ two weeks ago, and it's now options expiration day. We'll say IBM is trading at $65 per share. Even though the stock reached your "strike price" of $65, the options you hold are pretty much worthless. Why? Because no one wants to pay a premium for the right (which expires today) to buy IBM stock at $65 when the stock is trading at $65. There's no profit in it. So, you've lost 100% of your investment once again. >>>>>>>>>>>>> Continued in next message >>>>>>>>>>>>>>