Answer :
The median can be calculated from a histogram using the step-by-step method outlined above, even though we can't complete the calculation with the incomplete data provided.
To calculate the median of a distribution from a histogram:
1. First, we need to understand that the median is the middle value of a set of numbers. If we have an odd number of observations, it is the value exactly in the middle. If we have an even number of observations, it is the average of the two middle numbers.
2. In a histogram, we can estimate the median by finding the class interval, or bin, that contains the middle number. This is achieved by summing up the frequencies of all classes and dividing by 2.
3. Once we have found the interval that contains the median, we can calculate it more precisely using the following formula:
L + ((N/2 - F)/f) * c
Where:
L = Lower class boundary of the median group
N = Total number of observations
F = Cumulative frequency of the group before the median group
f = Frequency of the median group
c = Width of the interval
Unfortunately, without the complete histogram, I can't calculate the precise median for you.
To know more about median visit:
https://brainly.com/question/300591
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