A researcher has to consult a recently published book. The probability of its being available is 0.5 for library A and 0.7 for library B. Assuming the two events to be statistically independent, find out the probability of the book being available in library A and not available in library B?
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p(A n ~B) = p(~B) × p(A/~B)
A and B are independent
so p(A/~B) =p(A)
p(An~B) = p(~B) *p(A)
p(~B) = 1-0.7 =0.3
p(A) =0.5
answer = 0.3×0.5 =0.15
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