In an experiment of rolling of a fair die, let A, B and C be
three events defined as-
A: a number which is a perfect
square
B: a prime number
C: a number which is greater than 5
Identify the events that are MUTUALLY EXCLUSIVE,
EXHAUSTIVE
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Answer:
all events are mutually exclusive
Step-by-step explanation:
A -> 1,4
B-> 2,3,5
C-> 6
as none of the events are coinciding, means intersection of any two sets is phi(null set).
which can be concluded as they are mutually exclusive
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