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Sagot :
The correct answer is other measures of location need not be the same.
What is mean, mode, median and standard deviation?
When the group of numbers have the same mean then the other measures of location need not be the same. That means the standard deviation, median and mode should not be equal. All three widely used parameters that are mean, mode, median and standard deviation are the measure of central tendency.
If the given data has no outlier then mean value and the median value are closer to each other but the mode value is different. Similarly, standard deviation is calculated for the dispersion data. And it means when mean value is same then standard deviation will be different for a group of numbers.
To learn more about the mean, mode and median from the given link:
https://brainly.com/question/14805451
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