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b) Compute the probability, P(X > 3.3) P(X > 3.3) =1-P (XS3.3) =1-P X-3 3.3-3 0.4 0.4 =1-P(Z $0.75) =1-0.773373 From z-table = 0.226627 Therefore,

b) Compute the probability, P(X > 3.3) P(X > 3.3) =1-P (XS3.3) =1-P X-3 3.3-3 0.4 0.4 =1-P(Z $0.75) =1-0.773373 From z-table = 0.226627 Therefore, P(X > 3.3) = 0.226627

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