Question

which of the following is not a measure of central tendency?, (a) mean (b) median (mode) (d) range​

Answer 1

Given :  measure of central tendency

To Find : which of the following is not a measure of central tendency?,

(a) mean (b) median (mode) (d) range​

Solution:

measure of central tendency

are  MEAN , MEDIAN and MODE

Measure of Variations  are

Range , Inter Quartile Range ,  Standard deviation , Variance

From the given options RANGE is not a measure of central tendency?

Hence Correct answer is Range

RANGE is  not a measure of central tendency

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Answer 2

Answer:

The correct option is (d) Range.

Step-by-step explanation:

• In statistics, we frequently represent a collection of data by a representative value that roughly defines the entire collection. The label "measure of central tendency" denotes that this representative value is one around which the data is centered. The mean, median, and mode are these central tendencies.
• Mean, median, mode, and range are methods for calculating the averages of data sets.
• The mean represents the sum of all the numbers.
• When numbers are ordered, the median is the middle number.
• The most frequent number is the mode.
• The range is defined as the highest number minus the lowest number.
• Thus, the mean, median, and mode are measures of central tendency. The range just gives the minimum and maximum values of the data; it does not give a rough estimate of the data's intermediate value.
• Hence, range is not a measure of central tendency.

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