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Median - Statistics, CBSE, Class 10, Mathematics Notes | Study Additional Documents & Tests for Class 10 - Class 10

Document Description: Median - Statistics, CBSE, Class 10, Mathematics for Class 10 2022 is part of Additional Documents & Tests for Class 10 preparation. The notes and questions for Median - Statistics, CBSE, Class 10, Mathematics have been prepared according to the Class 10 exam syllabus. Information about Median - Statistics, CBSE, Class 10, Mathematics covers topics like and Median - Statistics, CBSE, Class 10, Mathematics Example, for Class 10 2022 Exam. Find important definitions, questions, notes, meanings, examples, exercises and tests below for Median - Statistics, CBSE, Class 10, Mathematics.

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MEDIAN OF A GROUPED DATA

MEDIAN : It is a measure of central tendency which gives the value of the middle most observation in the data. In a grouped data, it is not possible to find the middle observation by looking at the cumulative frequencies as the middle observation will be some value in a class interval. It is, therefore, necessary to find the value inside a class that divides the whole distribution into two halves.

MEDIAN CLASS : The class whose cumulative frequency is greater than (N/2) is called the median class.

To calculate the median of a grouped data, we follow the following steps :

STEP-1 :Prepare the cumulative frequency table corresponding to the given frequency distribution and obtain
Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

STEP-2 :Find (N/2)

STEP-3 :Look at the cumulative frequency just greater than (N/2) and find the corresponding class (Median class).

STEP-4 :Use the formula Median,

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

Where Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions = Lower limit of median class.
f = Frequency of the median class.
C = Cumulative frequency of the class preceding the median class.
h = Size of the median class.
Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

 Ex.10 Find the median of the following frequency distribution :

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

Sol. At first we prepare a cumulative frequency distribution table as given below :

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

The cumulative frequency just greater than 50 is 64 and the corresponding class is 20-30.
So, the median class is 20-30.

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

Class X, Mathematics, CBSE, NCERT, Syllabus, Question and Answer, Q and A, with Solutions

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