Match each of the following statements with the terms and values below:

• If we reject H0H0 at =0.04=0.04 we must also reject it at
• Failure to reject a false null hypothesis
• The sampling distribution of the sample mean becomes approximately normal as nn becomes large
• (Upper confidence limit - Lower confidence limit)/2
• The decision when the test statistic falls outside the critical region
• 1 -
• A single statistic that is used to estimate a population parameter
• - A range of values of a sample statistic that likely contains the population parameter
• If we fail to reject H0H0 at =0.05=0.05 we must also fail to reject it at
• Rejecting H0:30H0:30 when in fact =34=34

1. =0.08=0.08
2. Fail to reject H0H0
3. Margin of Error
4. Point estimate
5. Type II error
6. Confidence level
7. Confidence interval
8. =0.025=0.025
9. Central Limit Theorem
10. Correct decision