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- Type 1: reject Ho, Ho true(α)
- Type 2: failtorej Ho, Ho false(β)
- α and β inv related
- Power: reject Ho, Ho false: 1-β
- if type 2 more serious, larger alpha
- Increase power: larger sample, larger α, larger departure from Ho
- Proportion cond:
- Random
- 10% if w/o replacement (N >= 10n)
- Large Counts: n*Po>=10, n(1-Po)>=10
- z=(p^-Po)/sqrt((Po(1-Po))/n)
- Mean Cond:
- Rand, 10%
- Large Counts:n>=30, or parent dist normal, or graph
- t=(x̅ -μo)/(Sx/sqrt(n))
- write out df
- Steps:
- We want to test at α=_ lvl
- Ho,Ha, where p or μ is true _ of _
- Conditions
- Calc
- Since p or μ is _ than α, we _
- We do(not) have sufficent evidence to conclude _
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