13. Two employees on a university campus, Michael from Plant Operations, and Jordan from Public Safety, are assigned to check that a certain building on the campus is locked over the weekends. Suppose that on any weekend the probability that Michael checks is 0.96, that Jordan checks is 0.98, and that they both check is 0.95. What is the probability that neither Michael nor Jordan check on a weekend?

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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13. Two employees on a university campus, Michael from Plant Operations, and
Jordan from Public Safety, are assigned to check that a certain building on the
campus is locked over the weekends. Suppose that on any weekend the probability
that Michael checks is 0.96, that Jordan checks is 0.98, and that they both check is
0.95. What is the probability that neither Michael nor Jordan check on a weekend?
Transcribed Image Text:13. Two employees on a university campus, Michael from Plant Operations, and Jordan from Public Safety, are assigned to check that a certain building on the campus is locked over the weekends. Suppose that on any weekend the probability that Michael checks is 0.96, that Jordan checks is 0.98, and that they both check is 0.95. What is the probability that neither Michael nor Jordan check on a weekend?
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