Digital Options Trading
“Digital options” is another term for binary options, and refers to a relatively simple method of investing. In digital options trading there are only two possible outcomes—the investor can expect to be paid a fixed amount if the investment closes in the money or to lose their entire investment if it does not close in the money.
The most important thing to understand about digital options is that the payout remains the same no matter how deep in the money the investment closes. Let’s say, for instance, that you enter a digital option at $20 that will pay $250 if it closes at $20 or more. You will get paid a flat rate of $250 if it closes at $21 or if it closes at $2,021. It doesn’t matter how much your investment goes up, the payout is predetermined and does not change.
When you enter into a digital options contract the closing date it determined, as is the payout. When the contract expires you are paid, or you lose your investment, depending upon the current value of the investment. You don’t have to follow your investment throughout the process or make any difficult decisions. You simply wait for the option to expire and collect your payout.
So where do digital options get their name? The term is derived from the fact that there are only two possible outcomes in digital options trading—$0 or a fixed payout, for instance $1. A simile is drawn between the 0 and 1 in this example and binary code, the digital language of 0s and 1s. For this reason, these types of options are known as both digital options and binary options.
There are a variety of different assets that can be traded with digital options. These include currencies, such as trading US Dollars for British Pounds; stock options, such as trading various stocks on the NASDAQ; and commodities, including the trading of energies, metals and grains. Because digital options are such a simple investment method, trading in this way can be a great way to gain exposure to these different assets before getting into more complicated binary trading strategies.
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