There are 150 students in an eleventh grade high school class. there are 45 students in the soccer team and 35 students in the b
asketball team. out of these students, there are 20 who play on both teams. let A be the event that a randomly selected student in the class plays soccer and B be the event that the student plays basketball. Based on this information, answer the following questions. What is P (A), the probability that the student plays soccer? What is P (B), the probability that the student plays basketball? What is P (A and B), the probability that the student plays soccer and basketball? What is P (A/B), the conditional probability that the student plays soccer given that he or she plays basketball? Is P (A/B)= P (A)? Are the events independent?
(2, 2) Points B and C are symmetric (Divided by the y axis) so that means we have to find the mirrored version of A that is divided by thee y axis which is (2, 2)
