The following hypotheses are tested: H0: µ= µ0 and HA: µ? µ0 Based on an SRS of size n form a normal population, We are said to commit a Type 2 error if we ____________ Accept the alternative when the null is true Reject the null when in fact the null is true Reject the null when the alternative is true Accept the null when the null is true Accept the null when the alternative is true
@agent0smith
In a set of hypotheses, the smaller the p-value, The stronger the evidence against the possibility that the observed results arose simply by chance The larger the level of significance The greater the practical importance of the results The wider the 95% confidence interval will be The larger the z value will be
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