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Questions and Answers
What defines mutually exclusive events?
What defines mutually exclusive events?
- They are dependent on each other.
- They can occur simultaneously.
- They cannot occur at the same time. (correct)
- They always share at least one common outcome.
Which of the following statements about the probability of mutually exclusive events is true?
Which of the following statements about the probability of mutually exclusive events is true?
- The intersection of two events is equal to the sum of their probabilities.
- The probability of their union is equal to the sum of their individual probabilities. (correct)
- The probability of their union is the product of their individual probabilities.
- The intersection of two mutually exclusive events is never empty.
In a Venn diagram representing mutually exclusive events, what does the intersection represent?
In a Venn diagram representing mutually exclusive events, what does the intersection represent?
- An empty set indicating no shared outcomes. (correct)
- The combined outcome probabilities of both events.
- The total probability of both events occurring.
- The elements that belong to both events.
If event A has a probability of 0.3 and event B has a probability of 0.5, what is the probability of A union B?
If event A has a probability of 0.3 and event B has a probability of 0.5, what is the probability of A union B?
Which scenario illustrates mutually exclusive events?
Which scenario illustrates mutually exclusive events?
Which representation correctly illustrates mutually exclusive events in a Venn diagram?
Which representation correctly illustrates mutually exclusive events in a Venn diagram?
Which statement accurately describes the relationship between two mutually exclusive events?
Which statement accurately describes the relationship between two mutually exclusive events?
What is the correct expression for the probability of the union of two mutually exclusive events?
What is the correct expression for the probability of the union of two mutually exclusive events?
In a Venn diagram for mutually exclusive events, what does the absence of overlap between sets A and B indicate?
In a Venn diagram for mutually exclusive events, what does the absence of overlap between sets A and B indicate?
If event A has a probability of 0.4 and event B has a probability of 0.2, while being mutually exclusive, what is the probability of A union B?
If event A has a probability of 0.4 and event B has a probability of 0.2, while being mutually exclusive, what is the probability of A union B?
Which of the following scenarios represents mutually exclusive events?
Which of the following scenarios represents mutually exclusive events?
How can you visually represent mutually exclusive events in a Venn diagram?
How can you visually represent mutually exclusive events in a Venn diagram?
In terms of mutually exclusive events, which of the following statements is false?
In terms of mutually exclusive events, which of the following statements is false?
If event A occurs with a probability of 0.6 and event B occurs with a probability of 0.4, what is the probability of the union of A and B, assuming they are mutually exclusive?
If event A occurs with a probability of 0.6 and event B occurs with a probability of 0.4, what is the probability of the union of A and B, assuming they are mutually exclusive?
Which of the following scenarios does NOT represent mutually exclusive events?
Which of the following scenarios does NOT represent mutually exclusive events?
What implication does the notation $P(A ext{ intersection } B) = ext{empty set}$ have for events A and B?
What implication does the notation $P(A ext{ intersection } B) = ext{empty set}$ have for events A and B?
In a Venn diagram for mutually exclusive events, which graphical representation is correct?
In a Venn diagram for mutually exclusive events, which graphical representation is correct?
If events A and B are represented as mutually exclusive in a Venn diagram, which of the following must hold true?
If events A and B are represented as mutually exclusive in a Venn diagram, which of the following must hold true?
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