One of the mutually exclusive results of an activity
In mathematics, one of the mutually exclusive results of an activity refers to the outcomes or possibilities that cannot occur simultaneously
In mathematics, one of the mutually exclusive results of an activity refers to the outcomes or possibilities that cannot occur simultaneously. In other words, if one particular outcome occurs, then the other outcome(s) cannot happen at the same time.
For example, let’s consider flipping a fair coin. The two possible outcomes are heads (H) or tails (T). These outcomes are mutually exclusive because when the coin is flipped, it can only land on either heads or tails, but not both at the same time. If the coin lands on heads, the outcome of landing on tails is not possible for that specific flip.
Similarly, in a rolling dice scenario, the possible outcomes are numbers 1 to 6. Again, these outcomes are mutually exclusive because when we roll the dice, it can only show one number at a time.
Mutually exclusive results are a fundamental concept in probability theory and are important in various mathematical branches and real-life applications.
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