Prove Bayes’ theorem for n=2. That is, prove that if a sample space S is a union of mutually disjoint events and if A is an event in S with , and or , then
To prove the Bayes’ theorem for .
A sample space is a union of mutually disjoint events and , if is an event in with and if or , then
It is given that is a union ofmutually disjoint events and .
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