ll be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the The straddle strategy is an option strategy that's based on buying both a call and put of a stock. Note that there are various forms of straddles, but we will only be covering the basic straddle strategy. To initiate a Straddle, we would buy a Call and Put of a stock with the same expiration date and strike price. For example, we would initiate a Straddle for company ABC by buying a June $20 Call as well as a June $20 Put.

Now why would we want to buy both a Call and a Put? Calls are for when you expect the stock to go up, and Puts are for when you expect the stock to go down, right?

In an ideal world, we would like to be able to clearly predict the direction of a stock. However, in the real world, it's quite difficult. On the other hand, it's relatively easier to predict whether a stock is going to move (without knowing whether the move is up or down). One method of predicting volatility is by using the Technical Indicator called Bollinger Bands.

For example, you know that ABC's annual report is coming out this week, but do not know whether they will exceed expectations or not. You could assume that the stock price will be quite volatile, but since you don't know the news in the annual report, you wouldn't have a clue which direction the stock will move. In cases like this, a Straddle strategy would be good to adopt.

If the price of the stock shoots up, your Call will be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the c

ddle for company ABC by buying a June $20 Call as well as a June $20 Put.

Now why would we want to buy both a Call and a Put? Calls are for when you expect the stock to go up, and Puts are for when you expect the stock to go down, right?

In an ideal world, we would like to be able to clearly predict the direction of a stock. However, in the real world, it's quite difficult. On the other hand, it's relatively easier to predict whether a stock is going to move (without knowing whether the move is up or down). One method of predicting volatility is by using the Technical Indicator called Bollinger Bands.

For example, you know that ABC's annual report is coming out this week, but do not know whether they will exceed expectations or not. You could assume that the stock price will be quite volatile, but since you don't know the news in the annual report, you wouldn't have a clue which direction the stock will move. In cases like this, a Straddle strategy would be good to adopt.

If the price of the stock shoots up, your Call will be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the

e real world, it's quite difficult. On the other hand, it's relatively easier to predict whether a stock is going to move (without knowing whether the move is up or down). One method of predicting volatility is by using the Technical Indicator called Bollinger Bands.

For example, you know that ABC's annual report is coming out this week, but do not know whether they will exceed expectations or not. You could assume that the stock price will be quite volatile, but since you don't know the news in the annual report, you wouldn't have a clue which direction the stock will move. In cases like this, a Straddle strategy would be good to adopt.

If the price of the stock shoots up, your Call will be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the

ot know whether they will exceed expectations or not. You could assume that the stock price will be quite volatile, but since you don't know the news in the annual report, you wouldn't have a clue which direction the stock will move. In cases like this, a Straddle strategy would be good to adopt.

If the price of the stock shoots up, your Call will be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the

ll be way In-The-Money, and your Put will be worthless. If the price plummets, your Put will be way In-The-Money, and your Call will be worthless. This is safer than buying either just a Call or just a Put. If you just bought a one-sided option, and the price goes the wrong way, you're looking at possibly losing your entire premium investment. In the case of Straddles, you will be safe either way, though you are spending more initially since you have to pay the premiums of both the Call and the Put.

Let's look at a numerical example:

For stock XYZ, let's imagine the share price is now sitting at $63. There is news that a legal suit against XYZ will conclude tomorrow. No matter the result of the suit, you know that there will be volatility. If they win, the price will jump. If they lose, the price will plummet.

So we decide to initiate a Straddle strategy on the XYZ stock. We decide to buy a $65 Call and a $65 Put on XYZ, $65 being the closest strike price to the current stock price of $63. The premium for the Call (which is $2 Out-Of-The-Money) is $0.75, and the premium for the Put (which is $2 In-The-Money) is $3.00. So our total initial investment is the sum of both premiums, which is $3.75.

Fast forward 2 days. XYZ won the legal battle! Investors are more confident of the stock and the price jumps to $72. The $65 Call is now $7 In-The-Money and its premium is now $8.00. The $65 Put is now Way-Out-Of-The-Money and its premium is now $0.25. If we close out both positions and sell both options, we would cash in $8.00 + $0.25 = $8.25. That's a profit of $4.50 on our initial $3.75 investment!

Of course, we could have just bought a basic Call option and earned a greater profit. But we didn't know which directio