An event is performed to throw a die and get an odd number on it. The list of favorable possible outcomes are:

$(1, 3 a n d 5)$

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$(2, 4 a n d 6)$

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$(1, 2 a n d 6)$

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$(1, 3 a n d 6)$

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Solution

The correct option is A
$(1, 3 a n d 5)$

A die has outcomes from 1 to 6 and the odd numbers from one to six are 1, 3 and 5.

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A trial of throwing of an unbiased die is performed. Which of the given options consists of the list of all possible outcomes?

A die is rolled . Let us define event E_{1} as the set of possible outcomes where the number on the face of the die is even and event E_{2} as the set of possible outcomes where the number on the face of the die is odd . Event E_{1} and E_{2} are mutually exclusive .

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