Value of every observation in the data set is taken into account when median is calculated.Say true or false and why?
Answers
Answered by
18
It's false.
Value of every observation in the data set is not taken into account when median is calculated .
If you have a data , where The extreme values are too far from the middle values, The measure of median will give no idea about the data functionality .
So, Median is useful only when you just need the middle value into account, Mean will be good if you want extreme values are also to be accounted.
You can say that, Mean is the central tendency which can be used when value of every observation in the data is to be taken into account
Therefore, The above statement is false.
Value of every observation in the data set is not taken into account when median is calculated .
If you have a data , where The extreme values are too far from the middle values, The measure of median will give no idea about the data functionality .
So, Median is useful only when you just need the middle value into account, Mean will be good if you want extreme values are also to be accounted.
You can say that, Mean is the central tendency which can be used when value of every observation in the data is to be taken into account
Therefore, The above statement is false.
PrincessNumera:
gr8
Answered by
7
Hi ,
It is false .
Reason :
The mean is the most frequently used
measure of central tendency because it
takes into account of all observations,and
lies between the extremes , i.e ., the largest
and the smallest observations of the data.
Where individual observations are not
important, especially extreme values ,and
we wish to find out a ' typical ' observation,
the median is more appropriate.
I hope this helps you.
: )
It is false .
Reason :
The mean is the most frequently used
measure of central tendency because it
takes into account of all observations,and
lies between the extremes , i.e ., the largest
and the smallest observations of the data.
Where individual observations are not
important, especially extreme values ,and
we wish to find out a ' typical ' observation,
the median is more appropriate.
I hope this helps you.
: )
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