00:01
From the data, an ordinary, ordinary that means fair, six -sided die, six -sided die is tossed, is tossed.
00:21
The sample space, sample space, capital s is equal to, when we throw a die, then sample space s is equal to, we have to form in the set brackets, flower brackets, that means total possible outcomes that are throwing a die, we get 1 or 2 or 3 or 4 or 5 or 6.
00:53
These are the possible outcomes of the sample space s when throwing a ordinary die.
00:59
Then number of outcomes in the sample space s can be denoted with n of s, that is equal to 6, that is equal to 6.
01:10
After that, let capital a be the, capital a be the event, event getting, getting number, getting a number which is, which is divisible, divisible by 3, a number which is divisible by 3, that is the event a.
01:48
To our event a, the favorable outcomes are, favorable outcomes of a, of a are, what are the favorable outcomes we have here? that is a number which is divisible by 3.
02:12
In the sample space s, in the sample space s, we have the number that is 3, which is divisible by 3 and number 6 is also divisible by 3.
02:26
So, we have only two numbers that is 3 and 6.
02:32
So, that is the favorable number of outcomes...