The data for a random sample of 10 paired observations are shown in the table below 3. Sample from Population 2 Sample from Population 1 Pair 24 19 27 25 36 31 3 53 52 4 49 34 34 6 59 51 47 8 20 17 9...


A, B, C


The data for a random sample of 10 paired observations are shown in the table below<br>3.<br>Sample from Population 2<br>Sample from Population 1<br>Pair<br>24<br>19<br>27<br>25<br>36<br>31<br>3<br>53<br>52<br>4<br>49<br>34<br>34<br>6<br>59<br>51<br>47<br>8<br>20<br>17<br>9<br>51<br>10<br>If you wish to test whether these data are sufficient to indicate that the mean for population<br>a.<br>2 is larger than that for population 1, what are the appropriate null and alternative<br>hypotheses? Define any symbols you use<br>b. Conduct the test, part a, using a.10<br>Find a 90% confidence interval forfed. Interpret this result.<br>What assumptions are necessary to ensure the validity of this analysis?<br>C.<br>d.<br>

Extracted text: The data for a random sample of 10 paired observations are shown in the table below 3. Sample from Population 2 Sample from Population 1 Pair 24 19 27 25 36 31 3 53 52 4 49 34 34 6 59 51 47 8 20 17 9 51 10 If you wish to test whether these data are sufficient to indicate that the mean for population a. 2 is larger than that for population 1, what are the appropriate null and alternative hypotheses? Define any symbols you use b. Conduct the test, part a, using a.10 Find a 90% confidence interval forfed. Interpret this result. What assumptions are necessary to ensure the validity of this analysis? C. d.

Jun 01, 2022
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