1. A researcher has developed a new test of self-esteem. To evaluate the reliability of the test, the researcher obtains a sample of n = 8 participants. Each individual takes the test on a Monday...


1. A researcher has developed a new test of self-esteem. To evaluate the reliability of the test, the researcher<br>obtains a sample of n = 8 participants. Each individual takes the test on a Monday morning, then returns two<br>weeks later to take the test again. The two scores for each individual are reported in the following table.<br>First Test<br>11<br>Second Test<br>13<br>7<br>12<br>12<br>11<br>14<br>10<br>10<br>12<br>9.<br>8<br>13<br>14<br>M2nd = 11<br>s? = 10.00<br>Mist = 10.25<br>s? = 3.64<br>s = 1.91<br>s = 3.16<br>a. Compute the Pearson correlation<br>b. If you were trying to predict a value of the Second Test score from a value of the First Test score,<br>what would the equation be?<br>c. If someone had a score of 15 for the First Test, what would the best estimate of their Y score be?<br>

Extracted text: 1. A researcher has developed a new test of self-esteem. To evaluate the reliability of the test, the researcher obtains a sample of n = 8 participants. Each individual takes the test on a Monday morning, then returns two weeks later to take the test again. The two scores for each individual are reported in the following table. First Test 11 Second Test 13 7 12 12 11 14 10 10 12 9. 8 13 14 M2nd = 11 s? = 10.00 Mist = 10.25 s? = 3.64 s = 1.91 s = 3.16 a. Compute the Pearson correlation b. If you were trying to predict a value of the Second Test score from a value of the First Test score, what would the equation be? c. If someone had a score of 15 for the First Test, what would the best estimate of their Y score be?

Jun 03, 2022
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