3. Suppose you are testing Ho: µ = 13 versus H1: µ # 13. The sample is small (n The variance, o², is unknown. 12) and the data come from a normal population. (a) Should you use z or t when finding a...


Answer E et D


3. Suppose you are testing<br>Ho: µ = 13 versus H1: µ # 13.<br>The sample is small (n<br>The variance, o², is unknown.<br>12) and the data come from a normal population.<br>(a) Should you use z or t when finding a critical region for this scenario?<br>(b) Find the critical value(s) corresponding to a =<br>- 0.07.<br>(c) State the critical region.<br>(d) You find that the test statistic value is -2.103. Based on your critical region, what<br>decision do you make regarding the null hypothesis (i.e. do you Reject Ho or Do Not<br>Reject Ho)?<br>(e) State your conclusion.<br>1<br>

Extracted text: 3. Suppose you are testing Ho: µ = 13 versus H1: µ # 13. The sample is small (n The variance, o², is unknown. 12) and the data come from a normal population. (a) Should you use z or t when finding a critical region for this scenario? (b) Find the critical value(s) corresponding to a = - 0.07. (c) State the critical region. (d) You find that the test statistic value is -2.103. Based on your critical region, what decision do you make regarding the null hypothesis (i.e. do you Reject Ho or Do Not Reject Ho)? (e) State your conclusion. 1

Jun 08, 2022
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