S Suppose the midterm grades for 10 students are the following: 70, 65, 75, 80, 63, 90, 71, 75, 93, 83. Using R, show what happens to the standard deviation of the grades if each of the following happens. Attach R code. (a) The teacher added 5 marks to everyone's grades. (b) The teacher subtracted 5 marks from everyone's grades. (c) The teacher multiplied everyone's grades by 5. (d) The teacher divided everyone's grades by 5. 3b What happens to the standard deviation of a set of scores if (a) A constant a is added to each score in the set? (b) A constant a is subtracted from each score in the set? (c) Each score is multiplied by a constant a? (d) Each score is divided by a constant a?
S Suppose the midterm grades for 10 students are the following: 70, 65, 75, 80, 63, 90, 71, 75, 93, 83. Using R, show what happens to the standard deviation of the grades if each of the following happens. Attach R code. (a) The teacher added 5 marks to everyone's grades. (b) The teacher subtracted 5 marks from everyone's grades. (c) The teacher multiplied everyone's grades by 5. (d) The teacher divided everyone's grades by 5. 3b What happens to the standard deviation of a set of scores if (a) A constant a is added to each score in the set? (b) A constant a is subtracted from each score in the set? (c) Each score is multiplied by a constant a? (d) Each score is divided by a constant a?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Suppose the midterm grades for 10 students are the following: 70, 65, 75, 80,
63, 90, 71, 75, 93, 83. Using R, show what happens to the standard deviation of the
grades if each of the following happens. Attach R. code.
(a) The teacher added 5 marks to everyone's grades.
(b) The teacher subtracted 5 marks from everyone's grades.
(c) The teacher multiplied everyone's grades by 5.
(d) The teacher divided everyone's grades by 5.
3b What happens to the standard deviation of a set of scores if
(a) A constant a is added to each score in the set?
(b) A constant a is subtracted from each score in the set?
(c) Each score is multiplied by a constant a?
(d) Each score is divided by a constant a?
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