The possible value of the median from the options given is 12.
The median value can be estimated using the relation :
Median = L + ((n/2 - F) / f) × w
The median class :
[(n+1)/2] th term where, n = 50
(50 + 1) th term = 25.5 th term
This falls in the second bar category on the histogram.
Hence,
L = lower limit of median group = 10
n = total number of observations = 50
F = Cummulative frequency before the median class = 24
f = frequency of median group = 6
w = width of median group = 10
Median = 10 + ((50/2 - 23 ) / 6) × 10
Median = 10 + ((25 - 24) / 6) × 10
Median = 10 + ( 1/6) × 10
Median = 10 + 1.666
Median = 11.667
The approximate median value is 12
Learn more on median : https://brainly.com/question/15923434
