What is a good price to “Roll” a Covered Call?
There is no reason to roll an option if the current market value is lower than the strike sold. Out-of-the-money strikes (as is the $12 strike) are all time value which is decaying constantly and that is to our advantage. If share price remains below the strike, the option will expire worthless, you will still have your shares and free to sell another option the Monday after expiration Friday. If share price is > $12 on expiration Friday and you want to keep those shares, you can roll out or out-and-up depending on your outlook for the stock. Good luck, Alan 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? If the call is in the money and you believe the reason for the price jump was an overreaction with a pullback on the horizon or you anticipate downward movement for other reasons, I will roll (sometimes for a strike closer to at the money) as long as the trade results in a net credit!   You already have the statistical edge trading covered calls over everyone who purchased stock at the same point in time.  This is because covered calls reduce your cost basis and increase your probability of profit. For people reading this who are not interested in the math behind probability of profit(POP) for covered calls, you should be aware of why POP is higher for covered calls (CC).  With CCs you win when the stock price stays the same, you win when it goes down slightly, you win when the stock goes up.  You have two more ways to win than someone who just buys stock, therefore a higher probability of making a buck! Another option: If your stock is going to be called at a loss, or the strike you want to roll to results in a net debit, or  your cash funds are short of owning 100x shares and you are familiar with the stock, try writing a naked put for the price you want to buy at.  At experation, if the naked put is exercised, your basis is reduced by the premium of the put you sold, and you can write a covered call against the stock you now own.  If it expires worthless you keep the premium.  This is also another way to increase your POP.
"There is unlimited risk in taking a naked call option position.  The only risk in taking a covered call position is that you will be required to sell your shares for less than the going market price. I don't entirely agree with the accepted answer given here.  You would not lose the amount you paid to buy the shares. Naked Call Option Suppose take a naked call option position by selling a call option. Since there is no limit on how high the price of the underlying share can go, you can be forced to either buy back the option at a very high price, or, in the case that the option is exercised, you can be force. to buy the underlying shares at a very high price and then sell them to the option holder at a very low price. For example, suppose you sell an Apple call option with a strike price of $100 at a premium of $2.50, and for this you receive a payment of $250. Now, if the price of Apple skyrockets to, say, $1000, then you would either have to buy back the option for about $90,000 = 100 x ($1000-$100), or, if the holder exercised the option, then you would need to buy 100 Apple shares at the market price of $1000 per share, costing you $100,000, and then sell them to the option holder at the strike price of $100 for $10,000 = 100 x $100.  In either case, you would show a loss of $90,000 on the share transaction, which would be slightly offset by a $250 credit for the premium you received selling the call.  There is no limit on the potential loss since there is no limit on how high the underlying share price can go. Covered Call Option Consider now the case of a covered call option.  Since you hold the underlying shares, any loss you make on the option position would be ""covered"" by the profit you make on the underlying shares. Again, suppose you own 100 Apple shares and sell a call option with a strike price of $100 at a premium of $2.50 to earn a payment of $250. If the price of Apple skyrockets to $1000, then there are again two possible scenarios. One, you buy back the option at a premium of about $900 costing you $90,000.  In order to cover this cost you would then sell your 100 Apple shares at the market price of $1000 per share to realise $100,000 = 100 x $1000.  On the other hand, if your option is exercised, then you would deliver your 100 Apple shares to the option holder at the contracted strike price of $100 per share, thus receiving just $10,000 = 100 x $100.  The only ""loss"" is that you have had to sell your shares for much less than the market price." "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." "First, there will always be people who think the market is about to crash. It doesn't really crash very often. When it does crash, they always say they predicted it. Well, even a blind squirrel finds a nut once in a while. You could go short (short selling stocks), which requires a margin account that you have to qualify for (typically you can only short up to half the value of your account, in the US). And if you've maxed out your margin limits and your account continues to drop in value, you risk a margin call, which would force you to cover your shorts, which you may not be able to afford. You could invest in a fund that does the shorting for you. You could also consider actually buying good investments while their prices are low. Since you cannot predict the start, or end, of a ""crash"" you should consider dollar-cost-averaging until your stocks hit a price you've pre-determined is your ""trigger"", then purchase larger quantities at the bargain prices. The equity markets have never failed to recover from crashes. Ever." I'm all for universal health care. It costs less and everyone gets covered. But You can't call it capitalism currently when the government makes laws that's kills competition. Ask any Pharmacist and they'll tell you how corrupt the FDA is. What we have now is far from capitalism.   Capitalism gets a bad wrap but nobody bitches when you have so many smart phones to choose from. What if hospitals had to list prices? How much for an X-ray? I have no idea how much that shit cost.    It's good for everyone to know prices but the system makes it less transparent and that's on purpose.  People blame capitalism but they mistake it for how the government runs things. It's a matter of risk and reward. And its origin goes back to the Black Scholles equation, which is sort of a bell curve of possible outcomes.  Do you see that from $36 to $34 strike, you are putting up over 35% more money to lower your break even by 30 cents?  If I were to bet* $2000, I could buy 3 of the $34 contracts but almost 5 of the $36 strike. If the stock went to $45, I'd be far better off.  *I say 'bet' because simply buying puts or calls, absent any underlying asset, is akin to gambling, not investing. I do it all the time, but with my Vegas money. On international stock exchanges, they trade Puts and Calls, typically also for currencies. If for example 1 NOK is worth 1 $ now, and you buy Calls for 10000 NOK at 1.05 $ each, and in a year the NOK is worth 1.20 $ (which is what you predict), you can execute the Call, meaning 'buying' the 10000 NOK for the contracted 1.05 $ and selling them for the market price of 1.20 $, netting you 12000 - 10500 = 1500 $. Converting those back to NOK would give you 1250 NOK. Considering that those Calls might cost you maybe 300 NOK, you made 950 NOK. Note that if your prediction is common knowledge, Calls will be appropriately priced (=expensive), and there is little to make on them. And note also that if you were wrong, your Calls are worth less than toilet paper, so you lost the complete 300 NOK you paid for them. [all numbers are completely made up, for illustration purposes] You can make the whole thing easier if you define the raise of the NOK against a specific currency, for example $ or EUR. If you can, you can instead buy Puts for that currency, and you save yourself converting the money twice. /u/NotMyRealFaceBook  As a sniff test, I threw the following assumptions into a Black-Scholes options pricing calculator:  * Stock Price and Strike Price = $200  * Valuation date = 10/31/2017  * Expiration date = 10/29/2027 (European style - no early exercise)  * Volatility = 20% (on the low end for a tech. company - but again see the non-log-normal assumption point above)  * Interest rate = 4% (on the high end - which means the option seller is over-charging you)  * Dividend yield = 0%  The calculator's theoretical call option price results in $82.  Unless the company in question has a materially skewed upside given today's starting valuation, my opinion is the options you are offered are being priced via a Black-Scholes model and are over-priced. I don't think you understand options. If it expires, you can't write a new call for the same expiration date as it expired that day. Also what if the stock price decreases further to $40 or even more? If you think the stock will move in either way greatly, and you wish to be profit from it, look into straddles.