Find the median from the following table:

Here, we can see that the intervals are unequal.

Firstly, we convert the unequal class intervals into equal class intervals.

We have n = 80
So, ![]()
The cumulative Frequency just greater than
is 45 then the median class is 12-18 such that
the lower limit (l) = 12
cumulative frequency of the class preceding 12 – 18 (cf) = 17
frequency of the median class 12 – 18 = 28,
class size (h) = 6
Using the formula,
,we have
![]()
= 12 + 4.928
= 14.93
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