The median of a set of numbers is the number that appears in the middle after arranging the set of numbers in ascending or descending order
Step 1:Arrange the given values in ascending order.
Step 2. Find the number of observations in the given set of data. It is denoted by n.
Step 3. If n is odd, the median equals the [(n+1)/2]th observation.
The set of numbers given in the question are
By rearranging the numbers in ascending order, we will have
The numbers are 7 in number that is
Since the value of N is an odd number, then the median will be calculated using the formula below
![\begin{gathered} \text{Median}=((n+1))/(2)th \\ \text{Median}=(7+1)/(2)th\text{ number} \\ \text{Median}=(8)/(2)th\text{ number} \\ \operatorname{median}=4th\text{ number} \end{gathered}]()
The 4th number after arranging the set of numbers is
Hence,
The median of the set of numbers in the question = 11