Utilize the Median Calculator to find the median for a given set of numbers ie., 2,8,2,5,9, and view the outcome as 5 within a fraction of seconds along with a detailed solution.

**Ex:** 32,45,12,17,43,68,75,8,11,29

Median:

The Median is the middle number in a sorted, ascending or descending, list of numbers and can be more descriptive of that data set than the average.

Formula for Median of Numbers:

If we have odd set of numbers,the formula will be:

Median=[ (n+1) / 2 ]^{th} item

where n=Set of Numbers

If we have even set of numbers, the formula will be:

Median=Mean of two middle items

i.e., Median=Average of [ n / 2 ]^{th} item and [ n+2 / 2 ]^{th} item

The given numbers are 2,8,2,5,9

Firstly, the numbers should be set in an ascending order.

2,2,5,8,9

As these are having Odd set of numbers,the number in the middle of set of numbers is the Median

Median = (n+1) / 2

The Set of Numbers, i.e., n = 5

(n+1) / 2 = (5+1) / 2

(n+1) / 2 = 3

The number item 3 contains the number 5

So,The Median of the numbers is 5.

**1. What is the median value for the set of numbers 2,8,2,5,9?**

The median number for the given set 2,8,2,5,9.

**2. How to find the median value for the set of numbers 2,8,2,5,9?**

The median is the middle number of a set of data when it has arraigned in ascending order. For the given set of data ie., 2,8,2,5,9, the median value is 5 as you get the detailed solution from our page.

**3. Where do I get a solution for finding the median of numbers 2,8,2,5,9?**

You can find the solution for the median of numbers 2,8,2,5,9 in detail along with illustrated steps on our page.