Asked by Morgan Rivers on Jun 19, 2024
Verified
Which of the following is NOT a strength of the mode?
A) It is quick and easy to identify.
B) It is not affected by outliers.
C) It can be used with categorical variables.
D) It describes skewed distributions.
Skewed Distributions
Describes asymmetrical distribution of values in a dataset, where the majority of data points are located on one side of the mean, leading to a tail in the opposite side.
Categorical Variables
Variables that represent types or categories, which are not numerical and express qualitative attributes.
- Master the theoretical and practical aspects of different central tendency indicators (mean, median, mode), alongside their strengths and flaws.
Verified Answer
ST
Stephanie TurnerJun 21, 2024
Final Answer :
D
Explanation :
The mode is not a good measure to describe skewed distributions as it only shows the value that occurs most frequently and does not take into account the distribution of the other values.
Learning Objectives
- Master the theoretical and practical aspects of different central tendency indicators (mean, median, mode), alongside their strengths and flaws.