STAT 1051 Lecture Notes - Lecture 9: Venn Diagram, Sample Space, Mutual Exclusivity

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17 Oct 2018
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A committee of 5 students to be selected from 8 juniors and 12 seniors. Number of ways 5 students can be selected from 20 students. Stat 1051 lecture 8 chapter 3 (september 24) Number of ways 2 juniors can select from 8. Number of ways 3 seniors can be selected from 12. P(committee) = c3,12 x c2,8 / c5,20 = 0. 3973. A u b = all elements in a or b or both. A b = elements in both a and b. Elements in s that are not in a. Can be the result of a union or intersection of events. Suppose the sample space is given by s = {a,b,c,d,e,f,g} = 1- (. 1=. 1=. 1+. 2+. 2+. 25) = 0. 5: p(g) = , find p(a u c) = . For any two events, a and b p( a u b) = p(a)+p(b) - p(a b) . in particular if a, b are mutually exclusive events then p(a u b) = p(a) + p(b)

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