Using the z score statistics homework help
Using the database created in W1 Assignment 2, convert each subject’s age and height into a z-score.
Using the z-score of ±1.645 for the 5 percent cutoff and the z-score of ±1.96 for the 2.5 percent in the tail, identify the subject identification (ID) number for subjects who are closest to the cutoff for the upper 2.5 percent and 5 percent of the scores and the lower 2.5 percent and 5 percent of the scores.
Identify the subject ID numbers for appropriate cutoffs in a 1-page Microsoft Word document.
Save the Minitab worksheet.
This is the database created in W1 Assignment 2,
ID AGE SEX HEIGHT YEAR IN COLLEGE Standardize AGE Standardize HEIGHT
01 18 Female 60 Freshman -1.32476412994918 -1.55042350077304
02 18 Female 60 Freshman -1.32476412994918 -1.55042350077304
03 18 Female 61 Freshman -1.32476412994918 -1.26594212448441
04 18 Female 61 Freshman -1.32476412994918 -1.26594212448441
05 18 Female 62 Freshman -1.32476412994918 -0.981460748195778
06 18 Male 60 Freshman -1.32476412994918 -1.55042350077304
07 18 Male 60 Freshman -1.32476412994918 -1.55042350077304
08 18 Male 61 Freshman -1.32476412994918 -1.26594212448441
09 18 Male 61 Freshman -1.32476412994918 -1.26594212448441
10 18 Male 62 Freshman -1.32476412994918 -0.981460748195778
11 19 Female 63 Sophomore -0.441588043316392 -0.696979371907147
12 19 Female 63 Sophomore -0.441588043316392 -0.696979371907147
13 19 Female 64 Sophomore -0.441588043316392 -0.412497995618516
14 19 Female 65 Sophomore -0.441588043316392 -0.128016619329885
15 19 Female 65 Sophomore -0.441588043316392 -0.128016619329885
16 19 Male 63 Sophomore -0.441588043316392 -0.696979371907147
17 19 Male 63 Sophomore -0.441588043316392 -0.696979371907147
18 19 Male 64 Sophomore -0.441588043316392 -0.412497995618516
19 19 Male 65 Sophomore -0.441588043316392 -0.128016619329885
20 19 Male 65 Sophomore -0.441588043316392 -0.128016619329885
21 20 Female 66 Junior 0.441588043316392 0.156464756958746
22 20 Female 67 Junior 0.441588043316392 0.440946133247377
23 20 Female 67 Junior 0.441588043316392 0.440946133247377
24 20 Female 68 Junior 0.441588043316392 0.725427509536008
25 20 Female 68 Junior 0.441588043316392 0.725427509536008
26 20 Male 66 Junior 0.441588043316392 0.156464756958746
27 20 Male 67 Junior 0.441588043316392 0.440946133247377
28 20 Male 67 Junior 0.441588043316392 0.440946133247377
29 20 Male 68 Junior 0.441588043316392 0.725427509536008
30 20 Male 68 Junior 0.441588043316392 0.725427509536008
31 21 Female 69 Senior 1.32476412994918 1.00990888582464
32 21 Female 69 Senior 1.32476412994918 1.00990888582464
33 21 Female 70 Senior 1.32476412994918 1.29439026211327
34 21Female 70 Senior 1.32476412994918 1.29439026211327
35 21Female 71 Senior 1.32476412994918 1.5788716384019
36 21 Male 69 Senior 1.32476412994918 1.00990888582464
37 21Male 69 Senior 1.32476412994918 1.00990888582464
38 21 Male 70 Senior 1.32476412994918 1.29439026211327
39 21 Male 70 Senior 1.32476412994918 1.29439026211327
40 21 Male 71 Senior 1.32476412994918 1.5788716384019
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