SOLUTION: The mathmatics club at a certain university is composed of 15 undergraduate and 6 graduate students. Three students from the club were selected, and each was asked to teach a clas
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Question 902252: The mathmatics club at a certain university is composed of 15 undergraduate and 6 graduate students. Three students from the club were selected, and each was asked to teach a class at a high school.
A) how many distinct groups of 3 students can be formed?
B) find the probability that the selected group has exactly two graduate students.
C) find the probability that the selected group has at least one undergraduate student.
Could someone help me with this Qs please Answer by ewatrrr(24785) (Show Source):
You can put this solution on YOUR website! A) how many distinct groups of 3 students can be formed? 21C3
B) find the probability that the selected group has exactly two graduate students.
P =
C) find the probability that the selected group has at least one undergraduate student.
P = 1 - P(no UG) = 1 -
