Buying an option in the money, at the money, or out of the money
"I look for buying a call option only at the money, but first understand the background above: Let's suppose X stock is being traded by $10.00 and it's January The call option is being traded by $0.20 with strike $11.00 for February. (I always look for 2% prize or more) I buy 100 stocks by $10.00 each and sell the option, earning $0.20 for each X stock. I will have to deliver my stocks by $11.00 (strike value agreed). No problem for me here, I took the prize plus the gain of $1.00. (continuing from item 3) I still can sell the option for the next month with strike equal or higher than that I bought. For instance, I can sell a call option of strike $10.00 and it might be worth to deliver stocks by $10.00 and take the prize. (continuing from item 3) Probably, it won't be possible to sell a call option with strike at the price that I paid for the stock, but that's not a problem. At the end of the option life (in February), the strike was $11.00 but the stock's price is $8.00. I got the $0.20 as prize and my stocks are free for trade again. I'll sell the call option for March with strike $9.00 (taking around 2% of prize). Well, I don't want to sell my stocks by $9.00 and make loss, right? But I'm selling the call option anyway. Then I wait till the price of the stock gets near the strike value (almost ATM) and I ""re-buy"" the option sold (Example: [StockX]C9 where C means month = March) and sell again the call option with higher strike to April (Example [StockX]D10, where D means month = April) PS.: At item 9 there should be no loss between the action of ""re-buy"" and sell to roll-out to the next month. When re-buying it with the stock's price near the strike, option value for March (C9) will be lower than when selling it to April (D10). This isn't any rule to be followed, this is just a conservative (I think they call it hedge) way to handle options and stocks. Few free to make money according to your goals and your style. The perfect rule is the one that meet your expectation, don't take the generalized rules too serious." You can do some very crafty hedging with the variety of options.  For instance, deep out of the money options are affected more by changes of market volatility, knowing this you can get long or short vega very easily, as opposed to necessarily betting on changes in the underlying asset. 1 reason is  Leverage.... If you are buying out of the money options you get much more bang for your buck if the stock moves in your favor.  The flipside is it is much more likely that you would lose all of your investment.
You can buy out of the money put options that could minimize your losses (or even make you money)  in the event of a huge crash. Put options are good in that you dont have to worry about not getting filled, or not knowing what price you might get filled with a stop-loss order, however, put options cost money and their value decays over time. It's just like buying insurance, you always have to pay up for it. "4PM is the market close in NYC, so yes, time looks good.  If ""out of the money,"" they expire worthless.  If ""in the money,"" it depends on your broker's rules, they can exercise the option, and you'll need to have the money to cover on Monday or they can do an exercise/sell, in which case, you'd have two commissions but get your profit.  The broker will need to tell you their exact procedure, I don't believe it's universal." "An option is a financial instrument instrument that gives you the right, but not the obligation, to do some transaction in the future at a given price. An employee stock option is a kind of ""call option"" -- it gives you the right, but not the obligation, to buy the stock at a certain price (the ""exercise price"", usually set as the price of the stock when the option was granted). The idea is that you would ""exercise"" the option (buy the stock at the given price as provided by the option), if the value of the stock is higher than the exercise price, and not if it is lower. The option is gifted to you. But that does not mean you get any stock. If and when you choose to exercise the option, you would buy the stock with your own money. At what time you can exercise the option (and how many shares you can exercise at a given time) will be specified in the agreement. Usually, you can only exercise a particular share after it has ""vested"" (according to some vesting schedule), and you lose the ability to exercise after you no longer work for the company (plus perhaps a grace period), or after the option expires." "Your question indicates that you might have a little confusion about put options and/or leveraging.  There's no sense I'm aware of in which purchasing a put levers a position.  Purchasing a put will cost you money up front.  Leveraging typically means entering a transaction that gives you extra money now that you can use to buy other things.  If you meant to sell a put, that will make money up front but there is no possibility of making money later.  Best case scenario the put is not exercised.  The other use of the term ""leverage"" refers to purchasing an asset that, proportionally, goes up faster than the value of the underlying.  For example, a call option. If you purchase a put, you are buying downside protection, which is kind of the opposite of leverage.  Notice that for an American put you will most likely be better off selling the put when the price of the underlying falls than exercising it.  That way you make the money you would have made by exercising plus whatever optional value the put still contains.  That is true unless the time value of money is greater than the optional (insurance) value.  Since the time value of money is currently exceptionally low, this is unlikely.  Anyway, if you sell the option instead of exercising, you don't need to own any shares at all.  Even if you do exercise, you can just buy them on the market and sell right away so I wouldn't worry about what you happen to be holding. The rules for what you can trade with a cash instead of a margin account vary by broker, I think.  You can usually buy puts and calls in a cash account, but more advanced strategies, such as writing options, are prohibited.  Ask your broker or check their help pages to see what you have available to you." "A derivative contract can be an option, and you can take a short (sell) position , much the same way you would in a stock. When BUYING options you risk only the money you put in. However when selling naked(you don't have the securities or cash to cover all potential losses) options, you are borrowing. Brokers force you to maintain a required amount of cash called, a maintenance requirement. When selling naked calls - theoretically you are able to lose an INFINITE amount of money, so in order to sell this type of options you have to maintain a certain level of cash in your account. If you fail to maintain this level you will enter into whats often referred to as a ""margin-call"". And yes they will call your phone and tell you :). Your broker has the right to liquidate your positions in order to meet requirements. PS: From experience my broker has never liquidated any of my holdings, but then again I've never been in a margin call for longer then a few days and never with a severe amount. The margin requirement for investors is regulated and brokers follow these regulations." "A 'Call' gives you the right, but not the obligation, to buy a stock at a particular price. The price, called the ""strike price"" is fixed when you buy the option. Let's run through an example - AAPL trades @ $259. You think it's going up over the next year, and you decide to buy the $280 Jan11 call for $12.  Here are the details of this trade. Your cost is $1200 as options are traded on 100 shares each. You start to have the potential to make money only as Apple rises above $280 and the option trades ""in the money."" It would take a move to $292 for you to break even, but after that, you are making $100 for each dollar it goes higher. At $300, your $1200 would be worth $2000, for example. A 16% move on the stock and a 67% increase on your money. On the other hand, if the stock doesn't rise enough by January 2011, you lose it all.  A couple points here - American options are traded at any time. If the stock goes up next week, your $1200 may be worth $1500 and you can sell. If the option is not ""in the money"" its value is pure time value. There have been claims made that most options expire worthless. This of course is nonsense, you can see there will always be options with a strike below the price of the stock at expiration and those options are ""in the money."" Of course, we don't know what those options were traded at.  On the other end of this trade is the option seller. If he owns Apple, the sale is called a ""covered call"" and he is basically saying he's ok if the stock goes up enough that the buyer will get his shares for that price. For him, he knows that he'll get $292 (the $280, plus the option sale of $12) for a stock that is only $259 today. If the stock stays under $280, he just pocketed $12, 4.6% of the stock value, in just 3 months. This is why call writing can be a decent strategy for some investors. Especially if the market goes down, you can think of it as the investor lowering his cost by that $12. This particular strategy works best in a flat to down market. Of course in a fast rising market, the seller misses out on potentially high gains.  (I'll call it quits here, just to say a Put is the mirror image, you have the right to sell a stock at a given price. It's the difference similar to shorting a stock as opposed to buying it.) If you have a follow up question - happy to help. EDIT - Apple closed on Jan 21, 2011 at $326.72, the $280 call would have been worth $46.72 vs the purchase price of $12. Nearly 4X return (A 289% gain) in just over 4 months for a stock move of 26%. This is the leverage you can have with options. Any stock could just as easily trade flat to down, and the entire option premium, lost." "I have traded options, but not professionally. I hadn't come across this terminology, but I expect it counts how far in-the-money, as an ordinal, an option is relative to the distinct strike prices offered for the option series — a series being the combination of underlying symbol, expiration date, and option type (call/put); e.g., all January 2015 XYZ calls, no matter the strike. For instance, if stock XYZ trades today at $11 and the available January 2015 XYZ calls have strike prices of $6, $8, $10, $12, $14, and $16, then I would expect the $10 call could be called one strike in the money, the $8 two strikes in the money, etc. Similarly, the $12 and $14 calls would be one and two strikes out of the money, respectively. However, if tomorrow XYZ moves to $13, then the $10 previously known as one strike in the money would now be two strikes in the money, and the $12 would be the new one strike in the money. Perhaps this terminology arose because many option strategies frequently involve using options that are at- or near-the-money, so the ""one strike in"" (or out) of the money contracts would tend to be those employed frequently? Perhaps it makes it easier for people to describe strategies in a more general sense, without citing specific examples. However, the software developer in me dislikes it, given that the measurement is relative to both the current underlying price (which changes quickly), and the strike prices available in the given option series. Hence, I wouldn't use this terminology myself and I suggest you eschew it, too, in favor of something concrete; e.g. specify your contract strikes in dollar terms — especially when it matters." When you buy a futures contract you are entering into an agreement to buy gold, in the future (usually a 3 month settlement date).  this is not an OPTION, but a contract, so each party is taking risk, the seller that the price will rise, the buyer that the price will fall.  Unlike an option which you can simply choose not to exercise if the price goes down, with futures you are obligated to follow through. (or sell the contract to someone else, or buy it back)  The price you pay depends on the margin, which is related to how far away the settlement date is, but you can expect around 5% , so the minimum you could get into is 100 troy ounces, at todays price, times 5%.  Since we're talking about 100 troy ounces, that means the margin required to buy the smallest sized future contract would be about the same as buying 5 ounces of gold.  roughly $9K at current prices. If you are working through a broker they will generally require you to sell or buy back the contract before the settlement date as they don't want to deal with actually following through on the purchase and having to take delivery of the gold.  How much do you make or lose? Lets deal with a smaller change in the price, to be a bit more realistic since we are talking typically about a settlement date that is 3 months out. And to make the math easy lets bump the price of gold to $2000/ounce.  That means the price of a futures contract is going to be $10K   Lets say the price goes up 10%,  Well you have basically a 20:1 leverage since you only paid 5%, so you stand to gain $20,000. Sounds great right?  WRONG.. because as good as the upside is, the downside is just as bad.  If the price went down 10% you would be down $20000, which means you would not only have to cough up the 10K you committed but you would be expected to 'top up the margin' and throw in  ANOTHER $10,000 as well.  And if you can't pay that up your broker might close out your position for you. oh and if the price hasn't changed, you are mostly just out the fees and commissions you paid to buy and sell the contract.  With futures contracts you can lose MORE than your original investment.  NOT for the faint of heart or the casual investor.  NOT for folks without large reserves who can afford to take big losses if things go against them.  I'll close this answer with a quote from the site I'm linking below The large majority of people who trade futures lose their money.   That's a fact. They lose even when they are right in the medium term,   because futures are fatal to your wealth on an unpredicted and   temporary price blip. Now consider that, especially the bit about 'price blip' and then look at the current volatility of most markets right now, and I think you can see how futures trading can be as they say 'Fatal to your Wealth' (man, I love that phrase, what a great way of putting it)  This Site has a pretty decent primer on the whole thing. their view is perhaps a bit biased due to the nature of their business, but on the whole their description of how things work is pretty decent.  Investopedia has a more detailed (and perhaps more objective) tutorial on the futures thing.  Well worth your time if you think you want to do anything related to the futures market. If you are in the money at expiration you are going to get assigned to the person on the other side of the contract. This is an extremely high probability. The only randomness comes from before expiration. Where you may be assigned because a holder exercised the option before expiration, this can unbalance some of your strategies. But in exchange, you get all the premium that was still left on the option when they exercised. An in the money option, at expiration, has no premium. The value of your in the money option is Current Stock price - Strike Price, for a call. And Strike price - Current Stock price, for a put. Thats why there is no free lunch in this scenario. "As I stated in my comment, options are futures, but with the twist that you're allowed to say no to the agreed-on transaction; if the market offers you a better deal on whatever you had contracted to buy or sell, you have the option of simply letting it expire. Options therefore are the insurance policy of the free market. You negotiate a future price (actually you usually take what you can get if you're an individual investor; the institutional fund managers get to negotiate because they're moving billions around every day), then you pay the other guy up front for the right of refusal later. How much you pay depends on how likely the person giving you this option is to have to make good on it; if your position looks like a sure thing, an option's going to be very expensive (and if it's such a sure thing, you should just make your move on the spot market; it's thus useful to track futures prices to see where the various big players are predicting that your portfolio will move). A put option, which is an option for you to sell something at a future price, is a hedge against loss of value of your portfolio. You can take one out on any single item in your portfolio, or against a portion or even your entire portfolio. If the stock loses value such that the contract price is better than the market price as of the delivery date of the contract, you execute the option; otherwise, you let it expire. A call option, which is an option to buy something at a future price, is a hedge against rising costs. The rough analog is a ""pre-order"" in retail (but more like a ""holding fee""). They're unusual in portfolio management but can be useful when moving money around in more complex ways. Basically, if you need to guarantee that you will not pay more than a certain per-share price to buy something in the future, you buy a call option. If the spot price as of the delivery date is less than the contract price, you buy from the market and ignore the contract, while if prices have soared, you exercise it and get the lower contract price. Stock options, offered as benefits in many companies, are a specific form of call option with very generous terms for whomever holds them. A swaption, basically a put and a call rolled into one, allows you to trade something for something else. Call it the free market's ""exchange policy"". For a price, if a security you currently hold loses value, you can exchange it for something else that you predicted would become more valuable at the same time. One example might be airline stocks and crude oil; when crude spikes, airline stocks generally suffer, and you can take advantage of this, if it happens, with a swaption to sell your airline stocks for crude oil certificates. There are many such closely-related inverse positions in the market, such as between various currencies, between stocks and commodities (gold is inversely related to pretty much everything else), and even straight-up cash-for-bad-debt arrangements (credit-default swaps, which we heard so much about in 2008)." "First, to mention one thing - better analysis calls for analyzing a range of outcomes, not just one; assigning a probability on each, and comparing the expected values. Then moderating the choice based on risk tolerance. But now, just look at the outcome or scenario of 3% and time frame of 2 days. Let's assume your investable capital is exactly $1000 (multiply everything by 5 for $5,000, etc.). A. Buy stock: the value goes to 103; your investment goes to $1030; net return is $30, minus let's say $20 commission (you should compare these between brokers; I use one that charges 9.99 plus a trivial government fee). B. Buy an call option at 100 for $0.40 per share, with an expiration 30 days away (December 23). This is a more complicated. To evaluate this, you need to estimate the movement of the value of a 100 call, $0 in and out of the money, 30 days remaining, to the value of a 100 call, $3 in the money, 28 days remaining. That movement will vary based on the volatility of the underlying stock, an advanced topic; but there are techniques to estimate that, which become simple to use after you get the hang of it. At any rate, let's say that the expected movement of the option price in this scenario is from $0.40 to $3.20. Since you bought 2500 share options for $1000, the gain would be 2500 times 2.8 = 7000. C. Buy an call option at 102 for $0.125 per share, with an expiration 30 days away (December 23). To evaluate this, you need to estimate the movement of the value of a 102 call, $2 out of the money, 30 days remaining, to the value of a 102 call, $1 in the money, 28 days remaining. That movement will vary based on the volatility of the underlying stock, an advanced topic; but there are techniques to estimate that, which become simple to use after you get the hang of it. At any rate, let's say that the expected movement of the option price in this scenario is from $0.125 to $ 1.50. Since you bought 8000 share options for $1000, the gain would be 8000 times 1.375 = 11000. D. Same thing but starting with a 98 call. E. Same thing but starting with a 101 call expiring 60 days out. F., ... Etc. - other option choices. Again, getting the numbers right for the above is an advanced topic, one reason why brokerages warn you that options are risky (if you do your math wrong, you can lose. Even doing that math right, with a bad outcome, loses). Anyway you need to ""score"" as many options as needed to find the optimal point. But back to the first paragraph, you should then run the whole analysis on a 2% gain. Or 5%. Or 5% in 4 days instead of 2 days. Do as many as are fruitful. Assess likelihoods. Then pull the trigger and buy it. Try these techniques in simulation before diving in! Please! One last point, you don't HAVE to understand how to evaluate projected option price movements if you have software that  does that for you. I'll punt on that process, except to mention it. Get the general idea? Edit P.S. I forgot to mention that brokers need love for handling Options too. Check those commission rates in your analysis as well." "Consider the futures market. Traders buy and sell gold futures, but very few contracts, relatively speaking, result in delivery. The contracts are sold, and ""Open interest"" dwindles to near zero most months as the final date approaches. The seller buys back his short position, the buyer sells off his longs.  When I own a call, and am 'winning,' say the option that cost me $1 is now worth $2, I'd rather sell that option for even $1.95 than to buy 100 shares of a $148 stock. The punchline is that very few option buyers actually hope to own the stock in the end. Just like the futures, open interest falls as expiration approaches." In India, in the money options get exercised automatically at the end of the day and is settled at T+1(Where T is expiry day). This means, the clearing house  takes the closing price of the underlying security while calculating the amount that needs to be credited/debited to its members. Source: - http://www.nseindia.com/products/content/derivatives/equities/settlement_mechanism.htm As other uses have pointed out, your example is unusual in that is does not include any time value or volatility value in the quoted premiums, the premiums you quote are only intrinsic values.  For well in-the-money options, the intrinsic value will certainly be the vast majority of the premium, but not the sole component. Having said that, the answer would clearly be that the buyer should buy the $40 call at a premium of $10.  The reason is that the buyer will pay less for the option and therefore risk less money, or buy more options for the same amount of money.  Since the buyer is assuming that the price will rise, the return that will be realised will be the same in gross terms, but higher in relative terms for the buyer of the $40 call.   For example, if the underlying price goes to $60, then the buyer of the $40 call would (potentially) double their money when the premium goes from $10 to $20, while the buyer of the $30 call would realise a (potential) 50% profit when the premium goes from $20 to $30. Considering the situation beyond your scenario, things are more difficult if the bet goes wrong.  If the underlying prices expires at under $40, then the buyer of the $40 call will be better off in gross terms but may be worse off in relative terms (if it expires above $30).  If the underlying price expires between $40 and $50, then the buy of the $30 will be better off in relative term, having lost a smaller percentage of their money. "There are different schools of thought. You can ask the IRS - and it would not surprise me if you got different answers on different phone calls. One interpretation is that a put is not ""substantially identical"" to the disposed stock, therefore no wash is triggered by that sale. However if that put is exercised, then you automatically purchase the security, and that is identical. As to whether the IRS (or your brokerage firm) recognizes the identical security when it falls out of an option, I can't say; but technically they could enforce it because the rule is based on 30 days and a ""substantially identical"" stock or security. In this interpretation (your investor) would probably at least want to stay out of the money in choosing a strike price, to avoid exercise; however, options are normally either held or sold, rather than be exercised, until at or very close to the expiration date (because time value is left on the table otherwise). So the key driver in this interpretation would be expiration date, which should be at least 31 days out from the stock sale; and it would be prudent to sell an out of the money put as well, in order to avoid the wash sale trigger. However there is also a more unfavorable opinion - see fairmark.com/capgain/wash/wsoption.htm where they hold that a ""deep in the money"" option is an immediate trigger (regardless of exercise). This article is sage, in that they say that the Treasury (IRS) may interpret an option transaction as a wash if it's ballpark to being exercisable. And, if the IRS throws paper, it always beats each of paper, rock and scissors :( A Schwab article (""A Primer on Wash Sales"") says, if the CUSIPs match, bang, wash. This is the one that they may interpret unfavorably on in any case, supporting Schwab's ""play it safe"" position: ""3. Acquire a contract or option to buy substantially identical stock or securities..."" . This certainly nails buying a call. As to selling a put, well, it is at least conceivable that an IRS official would call that a contract to buy! SO it's simply not a slam dunk; there are varying opinions that you might describe as ranging from ""hell no"" to ""only if blatant."" If you can get an ""official"" predetermination, or you like to go aggressive in your tax strategy, there's that; they may act adversely, so Caveat Taxfiler!"