For the scores 1, 0, 4, 1 Part A: Calculate the mean. (Note that the value of the mean does not depend on whether the set of scores is considered to be a sample or a population.) Part B: Find the deviation from the mean for each score, and state what the sum of those deviations is. Part C: Square each deviation, and compute SS. (Again, note that the value of SS is independent of whether the set of scores is a sample or a population.) Your answers for parts A, B, and C respectively would be: (A) 1.5; (B) 0; (C) 9 (A) 1.5; (B) 0; (C) 3.5 (A) 1.5; (B) 0; (C) 5 (A) 0; (B) 1.5; (C) 6.75
For the scores 1, 0, 4, 1 Part A: Calculate the mean. (Note that the value of the mean does not depend on whether the set of scores is considered to be a sample or a population.) Part B: Find the deviation from the mean for each score, and state what the sum of those deviations is. Part C: Square each deviation, and compute SS. (Again, note that the value of SS is independent of whether the set of scores is a sample or a population.) Your answers for parts A, B, and C respectively would be: (A) 1.5; (B) 0; (C) 9 (A) 1.5; (B) 0; (C) 3.5 (A) 1.5; (B) 0; (C) 5 (A) 0; (B) 1.5; (C) 6.75
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 8PPS
Related questions
Question
For the scores 1, 0, 4, 1
Part A: Calculate the
Part B: Find the deviation from the mean for each score, and state what the sum of those deviations is.
Part C: Square each deviation, and compute SS. (Again, note that the value of SS is independent of whether the set of scores is a sample or a population.)
Your answers for parts A, B, and C respectively would be:
(A) 1.5; (B) 0; (C) 9
(A) 1.5; (B) 0; (C) 3.5
(A) 1.5; (B) 0; (C) 5
(A) 0; (B) 1.5; (C) 6.75
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