STAT330 Lecture Notes - Lecture 2: Roog, Subsequence, Pairwise Independence
6 Feb 2019
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Bz be a collection mutually exclusive and exhaustive. Ca n bi d ii pla n bi. E two groups of people accident prone and those who are not is o 4 for those who are accident prone chance of accident. Those who are not accident prone chance is 0. 2 of customers are accident prom. Suppose 30 what will have claim in 1 year is the probability that new holder. Bn be a collection of m e and exhaustive. Let b event then for any event a. They agree they will reply on sameday due to bad server. Now j sent an email to m but didn"t receive reply on same day what is the probability that he receivedj"s email. I received m"s reply on the same day3. Independentevent t and b are independent if rcaib. An air events defined on 5 ik from boo n. Ht tthhth g not mutually independent but pairwise independent t head on first toss.
