If A and B are independent events, show that A' and B are also independent. [Hint: First establish a relationship between P(A' n B), P(B), and P(A n B).] P(B) = P(A'n B) + --Select-- ---Select--- Ⓒ = P(B) - P(An B) Since A and B are independent, we have the following. P(A'n B)=P(B) ----Select--- P(A'n B) = [1 - P(A)](---Select--- ) P(A'n B) = ---Select--- Thus, A' and B are independent.
If A and B are independent events, show that A' and B are also independent. [Hint: First establish a relationship between P(A' n B), P(B), and P(A n B).] P(B) = P(A'n B) + --Select-- ---Select--- Ⓒ = P(B) - P(An B) Since A and B are independent, we have the following. P(A'n B)=P(B) ----Select--- P(A'n B) = [1 - P(A)](---Select--- ) P(A'n B) = ---Select--- Thus, A' and B are independent.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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