Answer:
1/36
Explanation:
The probability that the first winner lives in Gaston is 2/9. The probability that the second winner lives in Gaston is 1/8, the number of remaining Gastonites divided by the total number remaining in the pool.
Then the probability of both of these events is the product:
P(2 from Gaston) = (2/9)(1/8) = 2/72 = 1/36
The probability both are from Gaston is 1/36.