The following data set has a mode of 2, a mean of 10, and a median of 7.
Which of these three measures gives the best idea of the typical size of the
numbers in the list?
2, 2, 2, 4, 6, 8, 10, 12, 14, 60
A. Median
B. Mode
C. Mean

Respuesta :

Answer:

A. Median

Median sounds the most suited one as it is positioned in the middle surrounding with similar size around. So, Median sounds more fitting and gives the best idea of the typical size of the numbers in the list.

Step-by-step explanation:

A. Median

Median sounds the most suited one as it is positioned in the middle surrounding with similar size around. So, Median sounds more fitting and gives the best idea of the typical size of the numbers in the list.

B. Mode

It is not suitable to use mode. The reason is very simple. The mode is showing the smallest number that is not suitable and cannot depict the actual representation of the typical size.

C.Mean

It may sound to be the most common practice. But, looking carefully at the number 60 which is behaving like the only number having extreme size. It will pull up the end result or outcome making with such size. So, it is not very appropriate which can give the best idea of the typical size of the

numbers in the list.

Hence, A. Median sounds the most suited one as it is positioned in the middle surrounding with similar size around. So, Median sounds more fitting and gives the best idea of the typical size of the numbers in the list.

Keywords: Mean, Mode, Median, data set

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