if you have two fair dice that are rolled, what is the probability of a sum 6 given that the roll is a 'double'

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if you have two fair dice that are rolled, what is the probability of a sum 6 given that the roll is a 'double'

if you have two fair dice that are rolled, what is the probability of a sum 6 given that the roll is a 'double'?

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Answer 1

Answer #1

Given that the roll is a double, there are only 6 possibilities - because each number is rolled twice:

1-6, rolled twice.

So there are a total of 6 possibilities.

How many of those have a sum of 6?

Probability = n/total

answered by: Chole

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Answer 2

Answer #2

thanks!!

answered by: GGe

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Answer 3

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if you have two fair dice that are rolled, what is the probability of a sum 6 given that the roll is a 'double'

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if you have two fair dice that are rolled, what is the probability of a sum 6 given that the roll is a 'double'

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