What's the probability of rolling a 2 and then rolling a 5 on two consecutive rolls of a fair six-sided dice?

1 Answer
May 2, 2018

#1/36#

Explanation:

There is a #1/6# probability of getting a #2# on the first roll and a #1/6# probability of getting a #5# on the second roll.

Since they (rolling a #2# first and rolling a #5# second) are independent events (their probabilities don't affect each other), multiply their individual probabilities to get the probability of both events occurring:

#1/6*1/6=(1*1)/(6*6)=1/36#