you have been given two events r and s such that
p(r)=3/8
p(r/s)=3/5
p(s/r)=2/7
find p(s)
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Given : p(r)=3/8
p(r/s)=3/5
p(s/r)=2/7
To Find : p(s)
Solution:
p(s/r) means probability of s when r already had happened
p(s/r) = p( r ∩ s)/ p(r)
2/7 = p( r ∩ s)/ (3/8)
=> p( r ∩ s) = (2/7) (3/8)
=> p( r ∩ s) = 3/28
p(r/s) means probability of r when s already had happened
p(r/s) = p( r ∩ s)/ p(s)
=> 3/5 = (3/28)/p(s)
=> p(s) = (3/28) * (5/3)
=> p(s) = 5/28
p(s) = 5/28
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