It is 100 percent correct that if both sets have the same data set leads to the same central tendency but it is not necessary to have the same data set if both sets have an identical central tendency.
Two sets of data have the same measures of central tendency.
We need to check whether the data sets of both sets are the same or not.
Let us take an example to understand the scenario in a better way:
Example:
Set 'A' is {5,9,14,1,2,3,1}
Set 'B' is {15,5,0,1,2,7,5}
Now, the central tendency of both sets is identical, but both sets are not congruent.
Therefore, it is 100 percent correct that if both sets have the same data set leads to the same central tendency but it is not necessary to have the same data set if both sets have an identical central tendency.
To know more about the central tendency, please refer to the link:
https://brainly.com/question/17428832
