One last one.
A poll at Steve's high school was taken to see if students are in favor of spending class money to expand the junior-senior parking lot. Steve surveyed 6 random students from the population. 85% favored the expansion, while 15% opposed it.
a) Determine the probabilites associated with the number of students that Steve asked who are in favor of expanding the parking lot by calculating the probability distribution.
b) What is the probability that no more than 2 people are in favor of expanding the parking lot?
c) How many students should Steve expect to find who are in favor of expanding the parking lot?