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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
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Previewing
Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
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Previewing
Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 3 of 10The adjacent Venn diagram shows 25 people who travel to work. B = bicycle, T = train, W = walk. Write down which events are mutually exclusive.
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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
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Previewing
Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
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Previewing
Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 6 of 10Two six-sided dice are thrown. What is the probability that the score on the first die is \(2\) or the score on the second die is \(3\)?
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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 7 of 10There are \(24\) children in a class and they all have at least one cat or one dog. \(11\) children have a cat and \(16\) children have a dog.
What is the probability that a child chosen at random from the class has both a cat and a dog?
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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 8 of 10In a group of \(21\) girls, \(16\) play hockey and \(18\) play netball.
What is the probability that a girl chosen at random plays hockey but not netball?
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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 9 of 10Two six-sided dice are rolled. What is the probability of getting a sum which is less than \(4\) or a sum which is a perfect cube?
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Mutually and Non-Mutually Exclusive Events - Revision Quiz 1
Question 10 of 10Two six-sided dice are rolled. What is the probability of getting a sum which is a multiple of \(3\) or a sum which is an odd number?
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