Identify the correct option which highlights the right skewness or positive skewness.Select an option Clear ResponseThe statistical data set values of mean having the least value and mode the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of median having the least value and mode having the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of mode having the least value and mean the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of the mean median and mode all clues
Question
Identify the correct option which highlights the right skewness or positive skewness.Select an option Clear ResponseThe statistical data set values of mean having the least value and mode the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of median having the least value and mode having the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of mode having the least value and mean the highest value when compared among the three measures(mean, median, mode) of central tendencyThe statistical data set values of the mean median and mode all clues
Solution
The correct option that highlights the right skewness or positive skewness is: "The statistical data set values of mode having the least value and mean the highest value when compared among the three measures(mean, median, mode) of central tendency".
In a positively skewed distribution, the mean is usually greater than the median, which is always greater than the mode. So, the relationship is Mode < Median < Mean.
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