whole people 6
Jo's randomly chosen probability is 1/6
Jose's randomly probability is 1/6
their both probabilty is (1/6)*(1/6)=1/36
Prob
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The probability the first person chosen is either Jo or Jose is 2/6. Then, the probability the other one is chosen next is 1/5 (there are 5 people left, and only one of them gives you the result you want). So (2/6)*(1/5) = 1/15.
Or you can look at it this way: there are 6C2 different pairs of people that could be chosen. One of these pairs is Jo and Jose. So the probability must be 1/6C2, from the definition of probability. 1/6C2 = 1/15.
Or you can look at it this way: there are 6C2 different pairs of people that could be chosen. One of these pairs is Jo and Jose. So the probability must be 1/6C2, from the definition of probability. 1/6C2 = 1/15.












