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10 questions from this quiz
When H0H_0H0 is rejected but it is true
When we fail to reject H0H_0H0 but it is false
Probability of a Type I error
Probability of a Type II error
1−β1 - \beta1−β
Probability of correctly rejecting H0H_0H0 when H1H_1H1 true
α\alphaα increases and β\betaβ decreases
α\alphaα decreases and β\betaβ increases
P(Reject H0∣θ)P(\text{Reject } H_0 | \theta)P(Reject H0∣θ)
Split equally between both tails
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