In probability, what is the likelihood of heads on a fair coin flip?

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Multiple Choice

In probability, what is the likelihood of heads on a fair coin flip?

Explanation:
A fair coin has two equally likely outcomes on each flip: heads and tails. The probability of heads is the number of favorable outcomes (heads) divided by the total number of possible outcomes (heads or tails), which is 1/2. This means about half of many flips will come up heads in the long run. The other values don’t fit: 1/3 would require three equally likely outcomes, 1 would mean heads always occurs, and 0 would mean heads never occurs.

A fair coin has two equally likely outcomes on each flip: heads and tails. The probability of heads is the number of favorable outcomes (heads) divided by the total number of possible outcomes (heads or tails), which is 1/2. This means about half of many flips will come up heads in the long run. The other values don’t fit: 1/3 would require three equally likely outcomes, 1 would mean heads always occurs, and 0 would mean heads never occurs.

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