Answer:
1/16
Explanation:
The probability of selecting an Independent on the first draw is 5/16, since there are 5 Independents out of 16 total members.
Assuming that the first person selected is an Independent, there are now 4 Independents left out of 15 total members for the second draw. So the probability of selecting a second Independent given that the first person selected was an Independent is 4/15.
Therefore, the probability of selecting two Independents in succession is:
(5/16) * (4/15) = 1/16
So the probability of selecting two Independents is 1/16 or approximately 0.0625.