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You have a fair five-sided die. The sides of the die are numbered from 1 to...

You have a fair five-sided die. The sides of the die are numbered from 1 to 5. Each die roll is independent of all others, and all faces are equally likely to come out on top when the die is rolled. Suppose you roll the die twice.

Let event A to be “the total of two rolls is 10”, event B be “at least one roll resulted in 5”, and event C be “at least one roll resulted in 1”.

Find the probabilities of the following events:

  1. B|A
  2. A|B
  3. A|C
Math   Statistics-And-Probability   
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