The median value (nearest integer value)of the set of numbers $10, 2, 34, 47, 17, 8$ is:

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Solution

First arrange the set from least to greatest
$\Rightarrow 2, 8, 10, 17, 34, 47$
There are even number of term and we have two median $10$ and $17$ .
So average of two middle term $= \frac{10 + 17}{2} = \frac{27}{2} = 13.5$
$∴$ median value is $13.5$

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The median value (nearest integer value)of the set of numbers 10,2,34,47,17,8 is:

First arrange the set from least to greatest⇒2,8,10,17,34,47There are even number of term and we have two median 10 and 17.So average of two middle term =10+172=272=13.5∴ median value is 13.5

The median value (nearest integer value)of the set of numbers $10, 2, 34, 47, 17, 8$ is:

First arrange the set from least to greatest
$\Rightarrow 2, 8, 10, 17, 34, 47$
There are even number of term and we have two median $10$ and $17$ .
So average of two middle term $= \frac{10 + 17}{2} = \frac{27}{2} = 13.5$
$∴$ median value is $13.5$