Median Class
In statistics, the median class is the specific class interval in a grouped frequency distribution that contains the median value. It is identified as the first class interval whose cumulative frequency is greater than or equal to half of the total number of observations (N/2).
Key Concepts
To locate the median class, you must first construct a cumulative frequency distribution table for the given grouped data.
Calculate N/2, where N is the sum of all frequencies (total number of observations).
Identify the class interval where the cumulative frequency first exceeds or equals the value of N/2; this interval is the median class.
Real World Applications
Determining the median household income bracket in a city by organizing population earnings into grouped intervals and finding where the middle earner falls.
Finding the median height range of students in a school by grouping their heights into intervals and locating the interval containing the middle student.