Find the median for the following distribution:

Wages per day (in ₹)	No. of workers
380	14
450	8
480	7
550	10
620	6
650	2

The given variates (wages) are already in ascending order. We construct the cumulative frequency table as under :

Here, n (total no. of workers) = 47, which is odd.

$\text{Median }= \Big(\dfrac{n + 1}{2}\Big)\text{th observation}\\[1em] = \Big(\dfrac{47 + 1}{2}\Big)\text{th observation}\\[1em] = \Big(\dfrac{48}{2}\Big)\text{th observation}\\[1em] = 24\text{th observation}\\[1em]$

All observations from 23rd to 29th are equal, each = 480.

Median = ₹480

Hence, median = ₹480.