00:01
So in this question, two ties are root and this is the outcome.
00:07
So we have the sample space to be equal to either we get 1 -1, we get 1 -2, 1 -2, 1 -3, 1 -4, 1 -5, 1 -6, well we get 2, we get to 1, we get to 1, we get to 2, we get to 2, we get 2, 2, we get 2, 2, we get 2, two, three, you get two, four, two, five, two six, three one, three two, three, three, three, three, five, and three six, come to four, one, four, four, five, four, five, four, six, five, five, five, five, five, five, five, five, five, five, three five four five six we get six one six two six three six four six and six six so this implies that the sum for space is thirty six so for our words we say so we should find the probability that's the sun of is a prime number.
02:30
So this will be go to the number of two numbers when you sum, you're going to get prime over the total sample space.
02:47
So for two numbers, which one you add, you're going to get a prime number.
02:52
We have one two, one four.
02:59
We have one six.
03:01
You have two, one, you have two, three.
03:07
We have two, five.
03:10
We have 2, we have 3, 2, we have 3, 4, we have 4, 3, 5, 2, 4, 3, sorry, it's 4 1.
03:39
We have 5 and 6, 6, and 1, 6, 5.
03:48
So these numbers, when you add it, you are going to get a prime number...