Break Even On Options Contracts
"Simple answer: Breakeven is when the security being traded reaches a price equal to the cost of the option plus the option's strike price, assuming you choose to exercise it. So for example, if you paid $1.00 for,say, a call option with a strike price of $19.00, breakeven would be when the security itself reaches $20.00.  That being said, I can't imagine why you'd ""close out a position"" at the breakeven point.  You wouldn't make or lose money doing that, so it wouldn't be rational. Now, as the option approaches expiration, you may make adjustments to the position to reflect shifts in momentum of the stock.  So, if it looks as though the stock may not reach the option strike price, you could close out the position and take your lumps.  But if the stock has momentum that will carry it past the strike price by expiration, you may choose to augment your position with additional contracts, although this would obviously mean the new contracts would be priced higher, which raises your dollar cost basis, and this may not make much sense. Another option in this scenario is that if the stock is going to surpass strike price, it might be a good opportunity to buy additional calls with either later expiration dates or with higher strike prices, depending on how much higher you speculate the stock will climb.  I've managed to make some money doing this, buying options with strike prices just a dollar or two higher (or lower when playing puts), because the premiums were (in my opinion) underpriced to the potential peak of the stock by the expiration date.  Sometimes the new options were actually slightly cheaper than my original positions, so my dollar cost basis overall dropped somewhat, improving my profit percentages." "I found the answer after some searching online. It turns out that when talking options, rarely is the current P/L line considered when talking about making adjustments/taking trades off. From Investopedia: http://www.investopedia.com/terms/b/breakevenpoint.asp ""... For options trading, the breakeven point is the market price that a stock must reach for an option buyer to avoid a loss if they exercise the option. For a call buyer, the breakeven point is the strike price plus the premium paid, while breakeven for a put position is the strike price minus the premium paid."" The first sentence sounds more like the current P/L line, but the bold section clearly states the rule I was looking for. In the example posted in my question above, the breakpoints labeled with ""1"" would be the break points I should consider."
So far the answer is: observe the general direction of the market, using special tools if needed or you have them available (.e.g. Bollinger bands to help you understand the current trend) at the right time per above, do the roll with stop loss in place (meaning roll at a pre-determined max loss), and also a trailing stop loss if the roll works in your favor, to capture the profits on the roll. This trade was a learning experience.  I sold the option at $20 thinking I'd get back in later in the day with the further out option at a good price, as the market goes back and forth.  The underlying went up and never came back.  I finally gritted my teeth and bought the new option at 23.10 (when it would have cost me about 20.20 before), i.e. a miss/loss of $3 on $20. The underlying continued to rise, from that point (hasn't been back), and now the option price is $29. Of course one needs to make sure the Implied Volatility of the option being left and the option going to is good/fair, and if not, either roll further out in time, nearer in time, our up / down the strike prices, to find the right target option.  After doing that, one might do the strategy above, i.e. any good trade mgmt type strategy:  seek to make a good decision, acknowledge when you were wrong (with stop loss), and act. Or, if you're right, cash in smartly (i.e. trailing stops). "The other two answers seem basically correct, but I wanted to add on thing:  While you can exercise an ""American style"" option at any time, it's almost never smart to do so before expiration.  In your example, when the underlying stock reaches $110, you can theoretically make $2/share by exercising your option (buying 100 shares @ $108/share) and immediately selling those 100 shares back to the market at $110/share.  This is all before commission. In more detail, you'll have these practical issues: You are going to have to pay commissions, which means you'll need a bigger spread to make this worthwhile.  You and those who have already answered have you finger on this part, but I include it for completeness. (Even at expiration, if the difference between the last close price and the strike price is pretty close, some ""in-the-money"" options will be allowed to expire unexercised when the holders can't cover the closing commission costs.) The market value of the option contract itself should also go up as the price of the underlying stock goes up.  Unless it's very close to expiration, the option contract should have some ""time value"" in its market price, so, if you want to close your position at this point, earlier then expiration, it will probably be better for you to sell the contract back to the market (for more money and only one commission) than to exercise and then close the stock position (for less money and two commissions). If you want to exercise and then flip the stock back as your exit strategy, you need to be aware of the settlement times.  You probably are not going to instantly have those 100 shares of stock credited to your account, so you may not be able to sell them right away, which could leave you subject to some risk of the price changing.  Alternatively, you could sell the stock short to lock in the price, but you'll have to be sure that your brokerage account is set up to allow that and understand how to do this." This can be done, you can be prosecuted for some forms of it, in any case there are more riskless ways of doing what you suggested. First, buying call options from market makers results in market makers buying shares at the same delta as the call option. (100 SHARES X DELTA = How many shares MM's bought). You can time this with the volume and depth of the shares market to get a bigger resulting move caused by your options purchase to get bigger quote changes in your option. So on expiration day you can be trade near at the money options back and forth between being out the money and in the money. You would exit the position into liquidity at a profit. The risk here is that you can be sitting on a big options position, where the commissions costs get really big, but you can spread this out amongst several options contracts. Second, you can again take advantage of market maker inefficiencies by getting your primary position (whether in the share market or options market) placed, and then your other position being a very large buy order a few levels below the best bid. Many market makers and algorithms will jump in front of your, they think they are being smart, but it will raise the best bid and likely make a few higher prints for the mark, raising the price of your call option. And eventually remove your large buy order. Again, you exit into liquidity. This is called spoofing. There have been some regulatory actions against people in doing this in the last few years. As for consequences, you need to put things into perspective. US capital market regulators have the most nuanced regulations and enforcement actions of worldwide capital market regulators, and even then they get criticized for being unable or unwilling to curb these practices. With that perspective American laws are basically a blueprint on what to do in 100 other country's stock exchanges, where the legislature has never gotten around to defining the same laws, the securities regulator is even more underfunded and toothless, and the markets more inefficient. Not advice, just reality. An expiration 2 years out will have Sqr(2) (yes the square root of 2!) times the premium of the 1 year expiration. So if the option a year out sell for $1.00, two is only $1.41.  And if the stock trades for $10, but the strike is $12, why aren't you just waiting for expiration to write the next one? "Institutions and market makers tend to try and stay delta neutral, meaning that for every options contract they buy or write, they buy or sell the equivalent underlying asset. This, as a theory, is called max pain, which is more of an observation of this behavior by retail investors. This as a reality is called delta hedging done by market makers and institutional investors. The phenomenom is that many times a stock gets pinned to a very even number at a particular price on options expiration days (like 500.01 or 499.99 by closing bell). At options expiration dates, many options contracts are being closed (instutitions and market makers are typically on the other side of those trades, to keep liquidity), so for every one standard 100 share contract the market maker wrote, they bought 100 shares of the underlying asset, to remain delta neutral. When the contract closes (or get rid of the option) they sell that 100 shares of the underlying asset. At mass volume of options traded, this would cause noticeable downward pressure, similarly for other trades it would cause upward pressure as institutions close their short positions against options they had bought. The result is a pinned stock right above or below an expiration that previously had a lot of open interest. This tends to happen in more liquid stocks, than less liquid ones, to answer that question. As they have more options series and more strike prices. No, this would not be illegal, in the US attempting to ""mark the close"" is supposedly prohibited but this wouldn't count as it, the effect of derivatives on stock prices is far beyond the SEC's current enforcement regime :) although an active area of research" Today SPY (The S&P ETF) trades at $128. The option to buy at $140 (this is a Jan '13 call) trades for $5.  I buy the call, for $500 as they trade in 100 lots.  The S&P skyrockets to 1500 and SPY to $150. The call trades for $11, as it still has a month or two before expiring, so I sell it, and get $1100. The S&P rose 17%, but I doubled my money. If it 'only' rose 9%, to less than $140, I'd lose my investment. No, I don't need to buy the SPY I can sell the call any time before expiration. In fact, most options are not exercised, they are sold between purchase and expiration date. On the US markets, most index options are European style.  Most stock and ETF options are, as you noted, American style. I have been looking into CMEs trading tool. I might just play around with futures on it. You make a good point on that though. I am reading Hull's book on options, futures and derivatives, and so far so good. Only thing I would want to test is options on futures, which is missing :( . In the case of regulated, exchange-traded options, the writer of an options contract is obliged to maintain a margin with their broker, and the broker is obliged to maintain a margin with the clearing house.  (Institutional writers of options will deal directly with the clearing house.) In the event that the writer is unable to make a daily margin call, the broker (or clearing house) may automatically close out (all of) their positions using existing margin held.  If there was a shortfall, the broker (or clearing house) would be left to persue the client (writer) to make good on their obligations. None of this effects the position of the original buyer of the options contract.  Effectively, the buyer's counterparty is their broker's clearing house account. yes, you are double counting. Your profit is between ($7.25 and $8) OR ($7.75 and $8.50). in other words, you bought the stock at $7.75 and sold at $8.00 and made $0.50 on top. Profit =  $8.00-$7.75+$0.50 (of course all this assumes that the stock is at or above $8.00 when the option expires. If it's below, then your profit = market price - $7.75 + $0.50 by the way the statement  won't call me away until the stock reaches $8.50 is wrong. They already paid $0.50 for the right to buy the stock at $8.00. If the stock is $8.01 on the day of expiration your options will be executed(automatically i believe). I guess I wasn't clear. I want to modestly leverage (3-4x) my portfolio using options. I believe long deep-in-the-money calls would be the best way to do this? (Let me know if not.)  It's important to me that the covariance matrix from the equity portfolio scales up but doesn't fundamentally change. (I liken it to systemic change as opposed to idiosyncratic change.)   This is what I was thinking:  * For the same expiry date, find each positions lowest lambda. * Match all option to the the highest of the lowest lambda. * Adjust number of contracts to compensate for higher leverage.  I don't think this will work because if I matched the lowest lambda of options on bond etfs to my equity options they would be out-of-the-money.  By the way, thanks for your time. "Well, futures don't have a ""strike"" like an option - the price represents how much you're obligated to buy/sell the index for at a specified date in the future.  You are correct that there's no cost to enter a contract (though there may be broker fees and margin payments).  Any difference between the contract price and the price of the index at settlement is what is exchanged at settlement.   It's analogous to the bid/ask on a stock - the bid price represents the price at which someone is willing to ""buy"" a futures contract (meaning enter into a long position) and the ask is how much someone is willing to ""sell"" a contract. So if you want to take a long position on S&P500 mini futures you'd have to enter in at the ""ask"" price.  If the index is above your contract price on the future expiry date you'll make a profit; if it is below the contract price you'll take a loss." Firstly, going short on a stock and worrying if the price suddenly gaps up a lot due to good news is the same as being long on a stock and worrying that the price will suddenly collapse due to bad news. Secondly, an out of the money call option would be cheaper than an in the money call option, in fact the further out of the money the cheaper the premium will be, all other things being equal. So a good risk management strategy would be to set your stop orders as per your trading plan and if you wish to have added protection in case of a large gap is to buy a far out of the money call option. The premium should not be too expensive. Something you should also consider is the time until expiry for the option, if your time frame for trading is days to weeks you make consider a cheaper option that expires in about a month, but if you are planning on holding the position for more than a month you might need a longer expiry period on the option, which will increase the premium. Another option to consider, if your broker offers it, is to use a guaranteed stop loss order. You will pay a little premium for this type of order and not all brokers offer it, but if it is offered you will be protected against any price gaps past your guaranteed stop loss price. You are likely thinking of a individual variable insurance contract (IVIC) , better known as a segregated fund, or a principal-protected note (PPN). For a segregated fund, to get a full guarantee on invested capital, you need a 100/100 where the maturity value and death benefit are each 100% guaranteed. The PPN works similar to a long-term GIC (or CD) with a variable investment component.  The thing is, neither of these things are cheap and the cost structure that is built in behind them makes it difficult to make any real above market rates of return. In both cases, if you try to break the contracts early then the guarantees are null and void and you get out what you get out. Yes. It seems to me you got it right.  On my site, Stock Options Cafe, my last post was an illustration of a bullish call spread. In this case, I bought a 50 call, and sold the 60 call. This is a debit order as I was paying money, not collecting a new premium.