Looking on the internet deeply has found these results:

with probability 1/2 is the most popular phrase on the web.

selects one choice among 11 results on the web	with probability 1/2 122,700 results on the web More popular!
Some examples and use cases from the internet:	Some examples and use cases from the internet:
Mar 6, 2003 ... In one of the single selection states indicated by single dashed line circles, a user selects one choice among a list of candidates. Next and�...	An example of such distributions could be a mix of discrete and continuous distributions�for example, a random variable that is 0 with probability 1/2, and takes�... he chooses each door with probability 1/2. Marilyn clearly expected her readers to assume that the game was played in this manner. As is the case with most�... The first lands on heads with probability 1/2. The second lands on heads with probability 1/3. You choose a coin at random (each possibility being equally likely)�... False Claim 6.1. The player wins with probability 1/2. False proof. Let Ai be the event that the ith die matches the player's guess. Pr{win} = Pr{A1 ? A2 ? A3}. (1) .

selects one choice among

11 results on the web

with probability 1/2

122,700 results on the web

More popular!

Mar 6, 2003 ... In one of the single selection states indicated by single dashed line circles, a user selects one choice among a list of candidates. Next and�...

An example of such distributions could be a mix of discrete and continuous distributions�for example, a random variable that is 0 with probability 1/2, and takes�...
he chooses each door with probability 1/2. Marilyn clearly expected her readers to assume that the game was played in this manner. As is the case with most�...
The first lands on heads with probability 1/2. The second lands on heads with probability 1/3. You choose a coin at random (each possibility being equally likely)�...
False Claim 6.1. The player wins with probability 1/2. False proof. Let Ai be the event that the ith die matches the player's guess. Pr{win} = Pr{A1 ? A2 ? A3}. (1) .