In a binomial situation n = 5 and pi= 0.40. Determine the probabilities of the following events usin
In a binomial situation n = 5 and pi= 0.40. Determine the probabilities of the following events using the binomial formula
A.X = 1
B.X =2
In a binomial situation n = 5 and pi= 0.40. Determine the probabilities of the following events using the binregal theaterLet X ~ Binomial ( n , p )
P [ X = x ] = n! / ( x! ( n – x )! ) * p ^ x * ( 1 – p ) ^ ( n – x )
For n = 5 and p = 0.40
P [ X = 0 ] = 0.07776
P [ X = 1 ] = 0.2592
P [ X = 2 ] = 0.3456
P [ X = 3 ] = 0.2304
P [ X = 4 ] =0.0768
P [ X = 5 ] =0.01024
In a binomial situation n = 5 and pi= 0.40. Determine the probabilities of the following events using the binperforming art center opera theater
A. (.4)^1 (.6)^4 (5!/4!) = 0.2592
B. (.4)^2 (.6)^3 (5!/(3!*2!)) = 0.3456
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