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Consider two data sets A and B. The sets are identical except the high value of...

Consider two data sets A and B. The sets are identical except the high value of the data set B is three times greater than the high value of data set A.

(a) How do the median of the two data sets compare?
(b) How do the means of the two data sets compare?
(c) How do the standard deviations of the two data sets compare?
(d) How do the box- and –whisker plots of the two data sets compare?

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Answer #1

a) median of the two data sets should be equal as it is a positional parameter and does not depend on end values

b)mean of data set B will be higher; due to higher sum of values

c)std deviation of set B will be higher,

d) box- and –whisker plots of the two data sets will be same except data set B will be showing an outlier

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