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Buying Puts

 

Success in put buying primarily depends on your ability to select stocks that will go down in price and to time your selection fairly well. Most investment strategies are designed to remove some of the risk and exactness in stock picking, thus allowing you to have some room for error and still make a profit. But that doesn't exist with pure play put buying. 

Your total investment could be lost in an option play.  It has to go down enough and quickly enough to be profitable. For this reason, one should only use risk money when buying puts. The potential rewards in buying puts are very attractive.

Illustration of how a put purchase might work:

Assume that ABC stock is selling at 52 and the 6-month put, the July 50, is selling for 3. With an investment of $300, the put buyer may participate, for 6 months, in a move downward in the price of the stock. If ABC should drop in price by 10 points (just over 20%), the July 50 put will be worth at least $800 and the put buyer would have a 167% profit on a move in the stock of just over 20%. This is the leverage that attracts speculators to options. At expiration, if ABC is above 50, the buyer's loss is total, but is limited to his initial investment of $300, even if the stock rises substantially. Although this risk is equal to 100% of his investment, the dollar amount is still small. You should never risk more than 15-20% of your risk capital in call puts because of the high percentage risks involved.

It is very important to understand that the buyer of puts will only make money if the price of the underlying stock goes down.

 

 

Strategies

Long Put

Component

Buy put

Potential profit

  • When the stock price is below the break-even point

  • Limited to break-even point minus stock price

Maximum loss

Total premium paid

Time value impact

Negative

Break-even

Strike price minus premium paid

 

Component

Buy ABC Mar $200 Put

Net Premium

Pay $20

Break-even

$200-$20=$180

Profit when

Stock price is below $180

Potential Profit

$180 - stock price

Potential Loss

$20

Time Value Impact

Negative

 

 

 




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