Please give a step by step process: Use the data in the following table, which summarizes blood groups and Rh types for 100 typical people. These values may vary in different regions according to the ethnicity of the population. Group: O A B AB Rh Type: Positive 39 35 8 4 Negative 6 5 2 1 a) If one person is randomly selected, find the probability of getting someone who is group A or Group B. b) If one person is randomly selected, find ??(group B or type Rh+). c) If four of the 100 people are randomly selected, find the probability that they all have blood types Rh? by: i. Assuming that each selected subject is replaced before the subsequent selections are made. ii. Assuming that none of the selected subjects are replaced. Solution n =100 typical people Without replacement: a) P(Group A or Group B) = 43/100 = 0.43 b) P(P(group B or type Rh+) = P(group B) + P(Rh+)_P(both) = 8+86-6/100 = 0.88 c) Rh negative prob p = 14/100 = 0.14 Hence prob for x =4 in 100 is binomial prob = 100C4(0.14)4(0.86)96 d) With replacement a) 0.43 b) 0.88 c) (0.14)4\' Note that only c gives different answer..