Emulating a 'long straddle' without buying or selling Options?
Based on what you wrote, you would be better off with no position to start, and then enter a buy stop 10% above the market, and a sell stop 10% below the market, both to open positions depending on which way the market moves. If the market doesn't move that 10%, you stay flat. However, a long option straddle position requires that the market moves significantly one way or the other just so you recover the premium that you paid for the straddle. If the market doesn't move, you will lose money on your straddle due to theta decay and a drop in volatility. Alternatively, you could buy a strangle, with a call strike 10% out, and a put strike 10% out. The premiums would be much much lower, and these wculd take the place of the stop entries. Personally, I would never buy a straddle, but I do sometimes sell them, especially when implied volatility is very high. A long straddle using equity would be more akin to buying a triple leveraged ETF and an inverse triple leveraged ETF, only because one side will approach zero while the other can theoretically increase to infinity, in a short time span before time decay hits in. The reason your analogy fails is because the delta is 1.0 on both sides of your trade. At the money options, a necessary requirement for a straddle, have a delta of .5 There is an options strategy that uses in the money calls and puts with a delta closer to 1.0 to create an in the money strangle. I'm not sure if it is more similar to your strategy, an analogous options strategy would be better than yours as it would not share the potential for a margin call. Up until your strategy's money losing leg is stopped out, you have zero PnL, while a straddle has lost time value but may gain from price movements - all the PnL at that time you cannot capture with your strategy. Also stop loss cannot guarantee your price.
Yes, theoretically you can flip the shares you agreed to buy and make a profit, but you're banking on the market behaving in some very precise and potentially unlikely ways.  In practice it's very tricky for you to successfully navigate paying arbitrarily more for a stock than it's currently listed for, and selling it back again for enough to cover the difference.  Yes, the price could drop to $28, but it could just as easily drop to $27.73 (or further) and now you're hurting, before even taking into account the potentially hefty commissions involved. Another way to think about it is to recognize that an option transaction is a bet; the buyer is betting a small amount of money that a stock will move in the direction they expect, the seller is betting a large amount of money that the same stock will not.  One of you has to lose.  And unless you've some reason to be solidly confident in your predictive powers the loser, long term, is quite likely to be you. Now that said, it is possible (particularly when selling puts) to create win-win scenarios for yourself, where you're betting one direction, but you'd be perfectly happy with the alternative(s).   Here's an example.  Suppose, unrelated to the option chain, you've come to the conclusion that you'd be happy paying $28 for BBY.  It's currently (June 2011) at ~$31, so you can't buy it on the open market for a price you'd be happy with.  But you could sell a $28 put, promising to buy it at that price should someone want to sell it (presumably, because the price is now below $28). Either the put expires worthless and you pocket a few bucks and you're basically no worse off because the stock is still overpriced by your estimates, or the option is executed, and you receive 100 shares of BBY at a price you previously decided you were willing to pay.  Even if the list price is now lower, long term you expect the stock to be worth more than $28.  Conceptually, this makes selling a put very similar to being paid to place a limit order to buy the stock itself. Of course, you could be wrong in your estimate (too low, and you now have a position that might not become profitable; too high, and you never get in and instead just watch the stock gain in value), but that is not unique to options - if you're bad at estimating value (which is not to be confused with predicting price movement) you're doomed just about whatever you do. "Came across this very nice video which explains the ""Long Straddle"". Thought will share the link here: http://www.khanacademy.org/finance-economics/core-finance/v/long-straddle" It's not quite identical, due to fees, stock rights, and reporting & tax obligations.  But the primary difference is that a person could have voting rights in a company while maintaining zero economic exposure to the company, sometimes known as empty voting. As an abstract matter, it's identical in that you reduce your financial exposure whether you sell your stock or short it.  So the essence of your question is fundamentally true.  But the details make it different.  Of course there are fee differences in how your broker will handle it, and also margin requirements for shorting.  Somebody playing games with overlapping features of ownership, sales, and purchases, may have tax and reporting obligations for straddles, wash sales, and related issues.  A straight sale is generally less complicated for tax reporting purposes, and a loss is more likely to be respected than someone playing games with sales and purchases. But the empty voting issue is an important difference.  You could buy stock with rights such as voting, engage in other behavior such as forwards, shorts, or options to negate your economic exposure to the stock, while maintaining the right to vote.  Of course in some cases this may have to be disclosed or may be covered by contract, and most people engaging in stock trades are unlikely to have meaningful voting power in a public company.  But the principle is still there. As explained in the article by Henry Hu and Bernie Black: Hedge funds have been especially creative in decoupling voting rights from economic ownership. Sometimes they hold more votes than economic ownership - a pattern we call empty voting. In an extreme situation, a vote holder can have a negative economic interest and, thus, an incentive to vote in ways that reduce the company's share price. Sometimes investors hold more economic ownership than votes, though often with morphable voting rights - the de facto ability to acquire the votes if needed. We call this situation hidden (morphable) ownership because the economic ownership and (de facto) voting ownership are often not disclosed. You're not going to like this answer.  You might be able to get out of the car. You probably won't be able to get out of the loan.  Option #1 - Sell the car privately (you'll get more in a private sale) and get a private loan for the difference between the sale price and what you owe.  Option #2 - If you go to a dealership that advertises that they will take any trade no matter how much you owe, they will roll your balance, less your trade in value, into your new loan. So for example, Let's say you buy a car for and borrow $20,000. The dealership gives you $6,000 for your trade because that's what they do that leaves $9,000 on your loan and you will end up borrowing $29,000 to buy a $20,000 car. Dealerships can be surprisingly accommodating but a lot of car buyers don't understand the terms of what they're getting into. I actually knew someone a few years ago who left a dealership with a new car and couldn't tell you anything about the deal beyond her monthly payment.  Option #3 - Hang on to the car and throw every extra penny at it to get the balance down on the loan until you can get it to the point where you can sell it, trade it in or refi it without putting out a big one time cash payment. You can execute block trades on the options market and get exercised for shares to create a very large position in Energy Transfer Partners LP without moving the stock market. You can then place limit sell orders, after selling directly into the market and keep an overhang of low priced shares (the technical analysis traders won't know what you specifically are doing, and will call this 'resistance'). If you hit nice even numbers (multiples of 5, multiples of 10) with your sell orders, you can exacerbate selling as many market participants will have their own stop loss orders at those numbers, causing other people to sell at lower and lower prices automatically, and simultaneously keep your massive ask in effect. If your position is bigger than the demand then you can keep a stock lower. The secondary market doesn't inherently affect a company in any way. But many companies have borrowed against the price of their shares, and if you get the share price low enough they can get suddenly margin called and be unable to service their existing debt. You will also lose a lot of money doing this, so you can also buy puts along the way or attempt to execute a collar to lower your own losses. The collar strategy is nice because it is unlikely that other traders and analysts will notice what you are doing, since there are calls, puts and share orders involved in creating it. One person may notice the block trade for the calls initially, but nobody will notice it is part of a larger strategy with multiple legs. With the share position, you may also be able to vote on some things, but that solely depends on the conditions of the shares. Try wallstreetsurvivor.com It gives you $100k of pretend money when you sign up, using which you can take various courses on the website. It will teach you how to buy/sell stocks and build your portfolio. I am not sure if they do have Options Trading specifically, but their course line up is great! "There is a site that treats you like a fund manager in the real market, Marketoracy, http://marketocracy.com/. Each user is given 1 million in cash. You can have multiple ""mutual funds"", and the site allows use to choose between two types of strategies, buy/sell, short/cover. Currently, options are not supported. The real value of the site is that users are ranked against each other (of course, you can op out of the rankings). This is really cool because you can determine the real worth of your returns compared to the rest of investors across the site. A couple years back, the top 100 investors were invited to come on as real mutual fund managers - so the competition is legitimate. Take a look at the site, it's definitely worth a try. Were there other great sites you looked at?" "Yes, of course there have been studies on this.  This is no more than a question about whether the options are properly priced. (If properly priced, then your strategy will not make money on average before transaction costs and will lose once transaction costs are included.  If you could make money using your strategy, on average, then the market should - and generally will - make an adjustment in the option price to compensate.) The most famous studies on this were conducted by Black and Scholes and then by Merton. This work won the Nobel Prize in 1995. Although the Black-Scholes (or Black-Scholes-Merton) equation is so well known now that people may forget it, they didn't just sit down one day and write and equation that they thought was cool. They actually derived the equation based on market factors. Beyond this ""pioneering"" work, you've got at least two branches of study.  Academics have continued to study option pricing, including but not limited to revisions to the original Black-Scholes model, and hedge funds / large trading house have ""quants"" looking at this stuff all of the time.  The former, you could look up if you want. The latter will never see the light of day because it's proprietary. If you want specific references, I think that any textbook for a quantitative finance class would be a fine place to start.  I wouldn't be surprised if you actually find your strategy as part of a homework problem. This is not to say, by the way, that I don't think you can make money with this type of trade, but your strategy will need to include more information than you've outlined here.  Choosing which information and getting your hands on it in a timely manner will be the key."