A large sporting outfitter carries a broad selection of golf gear. The products are marketed nationwide through a catalog service. Ten one-dozen randomly selected packs of golf balls from their catalog gave the following prices (in dollars): 19.99 19.99 47.99 44.99 27.99 21.99 21.99 27.99 39.99 28.99 Determine if $21.99 is an outlier? O No, it is within the good range when calculating outliers. O Yes, it is not within two standard deviations of the mean. O No, because it is within one standard deviation of the mean. O Yes, because it is outside the majority of the data, that is, one standard deviation from the mean. O Yes, it is not within the good range when calculating outliers.
A large sporting outfitter carries a broad selection of golf gear. The products are marketed nationwide through a catalog service. Ten one-dozen randomly selected packs of golf balls from their catalog gave the following prices (in dollars): 19.99 19.99 47.99 44.99 27.99 21.99 21.99 27.99 39.99 28.99 Determine if $21.99 is an outlier? O No, it is within the good range when calculating outliers. O Yes, it is not within two standard deviations of the mean. O No, because it is within one standard deviation of the mean. O Yes, because it is outside the majority of the data, that is, one standard deviation from the mean. O Yes, it is not within the good range when calculating outliers.
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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Transcribed Image Text:A large sporting outfitter carries a broad selection of golf gear. The products are marketed nationwide through a
catalog service. Ten one-dozen randomly selected packs of golf balls from their catalog gave the following prices
(in dollars):
19.99 19.99 47.99 44.99 27.99 21.99 21.99 27.99 39.99 28.99
Determine if $21.99 is an outlier?
O No, it is within the good range when calculating outliers.
O Yes, it is not within two standard deviations of the mean.
O No, because it is within one standard deviation of the mean.
O Yes, because it is outside the majority of the data, that is, one standard deviation from the mean.
Yes, it is not within the good range when calculating outliers.
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