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Choose the pair of events that is mutually exclusive. (a). Even integers and multiples of 3 (b). Odd integers and multiples of 4 (c). Integers greater then 40 and integers less …
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Choose the pair of events that is mutually exclusive. (a). Even integers and multiples of 3 (b). Odd integers and multiples of 4 (c). Integers greater then 40 and integers less …
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Choose the pair of events that is mutually exclusive. (a). Even integers and multiples of 3 (b). Odd integers and multiples of 4 (c). Integers greater then 40 and integers less then 50. (d). Prime numbers and even integers
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Mark Wealse
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(b). Odd integers and multiples of 4. Both events are mutually exclusive: Not any odd number is divisible by an even number
(c). Integers greater then 40 and integers less then 50. Mutually exclusive since we can't have greater & smaller at the same time
(d). Prime numbers and even integers .Mutually exclusive. Not a sigle prime number is even
Erik Lindblad
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Sep 5, 2018
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odd integers and multiples of 4 is correct on gradpoint/ connexus
Limmen
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Sep 7, 2018
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