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Unit 3: Classification and Tabulation of Data: Frequency and Cumulative Frequency Distribution


                (7)  ‘Zero’ quantity must be indicated separately, and in case of unavailability of a particular  Notes
                     figure ‘NA’ (not available) must be indicated clearly. ‘Zero’ is not equivalent to ‘Not
                     available’.
                (8)  Abbreviations should be avoided. But if the need so arises, it must be clarified in footnotes.
                (9)  The tabulation should be explicit. Words like ‘etc’. must not be used.
                (10) The table should be of manageable size.





                    Tabulation is an art which requires common sense in planning a table and viewing the
                    proposed table from the point of view of the user or the other person. Tabulation is done
                    keeping in mind the purpose of statistical investigation. The rules of tabulation act as
                    guides in preparing a good table.

            Seriations of Data

            Quantitative classification data is done through seriation of data. If two variable quantities are arranged
            side by side so that the measurable differences in the one correspond to the measurable differences in
            the other, the result is formation of a statistical series. For example, marks obtained by a class of
            students. Here, there are two elements one, the variable (marks) and two, the frequency (of students).
            The number of times a particular variable has repeated is noted down and the total is the frequency
            of that class. For example, the marks obtained by 25 students out of 10 in a particular subject is as
            follows:
                                            Marks Obtained

                     2              4              8             6              8
                     4             10              6             4              4
                     8              2              4             6              10
                     2              6             10             2              6
                     6              2              6             2              2

            On counting how many students obtained 2, 4, 6, 8 and 10 we get the frequencies:

                          Marks                    Tallies              Frequency


                            2                       ||||   ||               7

                            4                        ||||                   5

                            6                       ||||   ||               7
                            8                        |||                    3

                           10                        |||                    3

                          Total                                            25






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