When a die is thrown, the sample space S is given by,
So, the number of elements in S is,
(i)
Let, A be the event “a prime number appears”.
Thus,
Probability when a die is thrown, a prime number appears is given by,
Thus, the probability that when a die is thrown, a prime number appears is
(ii)
Let, A be the event “a number greater than or equal to 3 appears”.
Thus,
Probability that when a die is thrown, a number greater than or equal to 3appears is given by,
Thus, the probability that when a die is thrown, a number greater than or equal to 3 appears is
(iii)
Let A be the event, “a number less than or equal to 1 appears”.
Thus,
Probability that when a die is thrown, a number less than or equal to 1 appears is given by,
Thus, the probability that when a die is thrown, a number less than or equal to 1 appears is
(iv)
Let A be the event, “a number more than 6 appears”.
Thus,
Probability that when a die is thrown, a number more than 6 appears is given by,
Thus, the probability that when a die is thrown, a number more than 6 appears is
(v)
Let A be the event, “a number less than 6 appears”.
Thus,
Probability that when a die is thrown, a number less than 6 appears is given by,
Thus, the probability that when a die is thrown, a number less than 6 appears is