Find the probability that a single throw of a die results in a number less than 6 if
(i) no other information is given
(ii) it is given that the throw resulted in an odd number

Solution

Let S be the sample space when a die is thrown.
$therefore space space space straight S space equals space open curly brackets 1 comma space 2 comma space 3 comma space 4 comma space 5 comma space 6 close curly brackets$
Let E denote the event of getting number less than 6 and F denote the event of getting an odd number.
$therefore space space space space straight E space equals space open curly brackets 1 comma space 2 comma space 3 comma space 4 comma space 5 close curly brackets space space space space space space space space straight F space equals space open curly brackets 1 comma space 3 comma space 5 close curly brackets space space straight E space intersection space straight F space equals space open curly brackets 1 comma space 3 comma space 5 close curly brackets$

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Probability

Find the probability that a single throw of a die results in a number less than 6 if
(i) no other information is given
(ii) it is given that the throw resulted in an odd number

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For Daily Free Study Material Join wiredfaculty

Probability

Find the probability that a single throw of a die results in a number less than 6 if(i) no other information is given(ii) it is given that the throw resulted in an odd number

Some More Questions From Probability Chapter

Mock Test Series

NCERT Sample Papers

Entrance Exams Preparation

Find the probability that a single throw of a die results in a number less than 6 if
(i) no other information is given
(ii) it is given that the throw resulted in an odd number