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NIKITA PUBLICATION-BINOMIAL DISTRIBUTION-MCQS
- Given X~ B (n,P) If n= 10 and p=0.4 , find E(X) and Var (X) .
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- Given X ~ B ( n,p)If p =0 .6 E (X) =6, find n and Var (X)
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- Given X ~ B( n, p) if p =0.6 E(X) =6, then the value of Var (X) is
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- Given X~ B(n,p) . If n = 25 , E(x) = 10, find p and S.D (X)
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- Given X~ B(n,p) . If n = 25 , E(x) = 10, find p and S.D (X)
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- Given X~B(n,p).IfE(X)=6,and Var (X) = 4.2, find the valye of n.
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- Given X~B(n,p) if E(X) = 6, Var (X) = 4.2 , find the value of n and p...
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- For X ~ B (n,p),if E(X) = 18, Var(X) =12, then p =
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- For X ~ B (n,p),if E(X) = 18, Var(X) =12, then q =
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- A r.v. X~B (n, p). If values of mean and variance of X are 18 and 12 r...
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- Let X ~ B (n,P). I f E(X) = 5 and Var (x) = 2.5 find n and p
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- For X ~ B (n,p),if E(X) = 5, Var (X) = 2.5, then p =
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- For X ~ B (n,p) and E (X) = 12, Var (X) = 4, then the value of n is
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- Given that X ~ B( n=10, p) .If E (x) = 8, find the value of p .
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- For X ~ B (n,p), n = 10, E (X) = 5, then p =
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- For X ~ B (n,p), n = 10, E (X) = 5, then Var (X) =
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- For X ~ B (n = 10, p = 0.2), P (X=1) =
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- For X ~ B (n = 10, p = 0.2), P(X ge 1) =
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- For X ~ B (n = 10, p = 0.2), P (X le 8) =
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- For X ~ B (n = 8, p = 0.5), P (|X-2| le 2) =
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