Podcast
Questions and Answers
What does statistical dispersion refer to?
What does statistical dispersion refer to?
- The standard deviation of the data set
- The state of getting dispersed or spread
- The variability of numerical data around an average value (correct)
- The homogeneity of the data set
Which measure of dispersion expresses variations in terms of the average of deviations of observations?
Which measure of dispersion expresses variations in terms of the average of deviations of observations?
- Quartile deviation
- Variance (correct)
- Standard deviation
- Range
What does the range in a data set represent?
What does the range in a data set represent?
- The spread between maximum and minimum values (correct)
- The variance
- The standard deviation
- The mean value
How is variance calculated in a data set?
How is variance calculated in a data set?
What does standard deviation measure in a set of numerical data?
What does standard deviation measure in a set of numerical data?
How does an absolute measure of dispersion differ from a relative measure?
How does an absolute measure of dispersion differ from a relative measure?
What does dispersion help in understanding about numerical data?
What does dispersion help in understanding about numerical data?
Which measure of dispersion is the difference between the maximum and minimum values in a data set?
Which measure of dispersion is the difference between the maximum and minimum values in a data set?
What does the variance measure in a data set?
What does the variance measure in a data set?
Which measure of dispersion uses the individual deviations from the mean?
Which measure of dispersion uses the individual deviations from the mean?
What does statistical dispersion refer to?
What does statistical dispersion refer to?
How is variance calculated in a data set?
How is variance calculated in a data set?
What does an absolute measure of dispersion express?
What does an absolute measure of dispersion express?
How does dispersion help in understanding numerical data?
How does dispersion help in understanding numerical data?