Question

which of the following is considered while computing the median

a)frequency of the median class
b)frequency of the previous class
c)both a &b
d)none of the above ​

Answer 1

Answer:

both a & b is the correct answer

Answer 2

Option A) frequency of the median class.

• The cumulative frequencies of each class and n/2 must be determined in order to determine the median class. Locate the class that has a cumulative frequency that is bigger than (or closest to) n/2 next. The group is referred to as the median class. Use the formula below to determine the median value after determining the median class.
• The proportion that belongs to a class is determined by dividing the relative frequency of a class by the total number of values in the data sample. By dividing the relative frequency by the sample size, the cumulative relative frequency can be calculated.
• The class interval whose cumulative frequency is just more than N2 (or equal to N2) in a continuous distribution with total frequency N is known as the median class. In other words, the class interval in which the median lies is the median class.

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