Let x follows binomial distribution with parameter n and p. If n = 6 and
9P(X = 4) = P(X = 2), then the value of
p
is
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Answer:
9p(x=4)=p(x=2)
9×6C1p4(1−p)2=6C2p2(1−p)4
29×6×5p2=26×5(1−p)2
p2=9(1−p)2
1−pp=31
3p=1−p
4p=1
p=41.
hope it will help you
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