If 5 samples from 5 populations are given, then what is the probability of getting at least one Type 1 error at 90% confidence interval?
This is a binomial distribution with p=0.1, n=5.
P(X≥1)=1−P(X=0)=1−(1−0.1)5=0.4095.P(X\ge1)=1-P(X=0)=1-(1-0.1)^5=0.4095.P(X≥1)=1−P(X=0)=1−(1−0.1)5=0.4095.
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