The slope for the correlation line when expressed in z-scores is r. Hence when formulated in z-scores,
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First Test Second Test
50...........58
35...........46
15...........40
64...........76
53..........62
18..........39
40..........57
24.............41
16.............31
67............75
46............62
64............64
32............54
71............65
16..........51
(a) Would you expect the scores to be associated?
(b) Make a scatterplot of these data, with the first test along the x-axis. Describe the relationship, if any.
(c) On the basis of the correlation, if an employee scores two SDs above the mean on the frst test, do you expect him or her to be so far above the mean on the second test?
(d) Find the employee with the highest score on the first test. The score for this employee is not the best on the second test. Does this relative decline mean the employee has become less productive, or can you offer an alternative reason for the relatively lower score?
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Related Book For
Statistics For Business Decision Making And Analysis
ISBN: 9780321890269
2nd Edition
Authors: Robert Stine, Dean Foster
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