Classification and Tabulation of Data
Last Updated :
24 Apr, 2025
Classification and Tabulation of Data are fundamental processes in the field of statistics, especially in the context of economics. They transform raw data into a structured form, enabling better analysis, interpretation, and presentation of economic data. Proper classification ensures that data is grouped meaningfully, while effective tabulation presents this data clearly and concisely.
What is the Classification of Data?
The investigator or analyst gathers various kinds of data to perform statistical analysis. The information gathered is usually in raw form, which is difficult to analyze. The raw data is converted or classified into different categories based on their characteristics to make the analysis meaningful and easy.
This classification of data is known as the classification of data into different categories or classes with similar or homogeneous characteristics. Each division or class of the gathered data is known as a Class.
According to Conner, “Classification is the process of arranging things (either actually or notionally) in groups or classes according to their resemblances and affinities, and gives expression to the unity of attributes that may exist amongst a diversity of individuals.“

The different bases of classifications of statistical information are Geographical, Chronological, Qualitative (Simple and Manifold), and Quantitative or Numerical.Â
For example, suppose an investigator wants to determine the poverty level of a state. In that case, he/she can do so by gathering the information of people of that state and then classifying them based on their income, education, etc.Â
Primary Rules of Classification
- There should not be any ambiguity in the definition of classes. It will eliminate all doubts while including a particular item in a class.
- All the classes should preferably have equal width or length. Only in some special cases, we use classes of unequal width.
- The class limits (integral or fractional) should be selected in such a way that no value of the item in the raw data coincides with the value of the limit.
- The number of classes should preferably be between 10 and 20, i.e., neither too large nor too small.
- The classes should be exhaustive, i.e., each value of the raw data should be included in them.
- The classes should be mutually exclusive and non-overlapping, i.e., each item of the raw data should fit only in one class.
- The classification must be suitable for the object of inquiry.
- The classification should be flexible, and items included in each class must be homogeneous.
- The width of the class interval is determined by first fixing the no. of class intervals and then dividing the total range by that number.
Modes of Classification
There are four types of classification
- Qualitative
- Quantitative
- Temporal
- Spatial.
Qualitative Classification
Qualitative classification involves grouping data based on non-numerical or descriptive attributes or characteristics. This type of classification is used when the data represents qualities or attributes such as gender, caste, religion, blood group, marital status, etc.
Example: In a school, students were classified based on their blood group into categories like A, B, AB, and O for a health awareness program.
Quantitative Classification
Quantitative classification involves grouping data based on numerical values or measurements. This classification is used when data can be measured and expressed in numbers, such as age, income, height, weight, marks, etc.
Example: Students were grouped based on their marks into ranges like 0–50, 51–70, and 71–100.
Temporal Classification
Temporal classification involves organizing data according to time. This type is used when the time factor is crucial — it helps in analyzing trends, patterns, or changes over time, like annual growth, monthly sales, or historical data.
Example: The rainfall data was classified by month, showing how much rain fell in January, February, March, and so on.
Spatial Classification
Spatial classification involves grouping data according to geographical or locational regions. It is used when data is related to different areas such as cities, states, countries, or continents — useful in comparing regions.
Example: The population data was classified by country, showing the population of India, China, the USA, and Brazil.
Advantages of Classification of Data
- Classification helps in breaking down large sets of data into smaller, manageable categories, making it easier to understand and analyze.
- By grouping similar data, classification aids in recognizing patterns, trends, and relationships within the data.
- Classification allows for easier comparison of different data sets by organizing them into coherent groups based on shared characteristics.
- Grouping data into categories streamlines the analytical process, enabling more accurate and efficient data analysis.
- Well-classified data provides clear insights, supporting informed decision-making processes in various fields like business, research, and policy-making.
- Classification brings order to data, arranging it in a structured format that is easy to navigate and reference.
What is Tabulation of Data?
Now, to analyze the collected data, it is essential to present it in an easy-to-understand and interpretable way. The different ways the classified data can be presented are textual, tabular, diagrammatic, and graphical.
Tabular Presentation or Tabulation is a systematic way of presenting numerical data in rows and columns.
- The tabular presentation helps the investigator in simplifying the presentation and facilitating analysis.
- It can bring the related information close to each other such that the investigator can easily make comparisons between them, and also helps in further statistical analysis and interpretation of the data.
According to L.R. Connor, “Tabulation involves the orderly and systematic presentation of numerical data in a form designed to elucidate the problem under consideration.“

A table has the following components.
- Table NumberÂ
- TitleÂ
- Captions or Column HeadingsÂ
- Stubs or Row HeadingsÂ
- Body of the Table
- Unit of Measurement
- Source
- Note
Structure of Tabulation of Data
Tabulation is the process of systematically arranging data in rows and columns to make it easy to read, analyze, and interpret. A well-structured table has several essential components, each serving a specific purpose.
Stub(Heading)
|
Caption-1
|
Caption-2
|
Category-1
|
Data
|
Data
|
Category-1
|
Data
|
Data
|
Category-1
|
Data
|
Data
|
Types of Tabulation
Tabulation is divided into three main types:
- Simple Tabulation
- Double Tabulation
- Complex Tabulation
Simple Tabulation
This type of tabulation presents data based on a single characteristic or variable. It shows the number or frequency of observations in different categories of just one factor.
Gender
|
Number of People
|
Male
|
120
|
Female
|
130
|
This table focuses only on gender, which is one characteristic.
Double Tabulation
Double tabulation presents data based on two related characteristics. It helps in comparing the interaction or relationship between two variables at the same time.
Stream
|
Male
|
Female
|
Total
|
Science
|
40
|
30
|
70
|
Commerce
|
50
|
40
|
90
|
Arts
|
30
|
60
|
90
|
Total
|
120
|
130
|
250
|
Here, data is classified by two characteristics: gender and stream.
Complex Tabulation
This type of tabulation involves more than two characteristics at the same time. It gives a more detailed and in-depth analysis of the data.
Location
|
Stream
|
Male
|
Female
|
Total
|
Urban
|
Science
|
25
|
20
|
45
|
Commerce
|
30
|
25
|
55
|
Arts
|
15
|
30
|
45
|
Rural
|
Science
|
15
|
10
|
25
|
Commerce
|
20
|
15
|
35
|
Arts
|
15
|
30
|
45
|
This table involves three characteristics: Location, Stream, and Gender.
Advantages of Tabulation of Data
- Tabulation arranges data systematically in rows and columns, making it easier to read and understand.
- Data presented in tables allows for straightforward comparison across different categories or groups.
- Tabulated data is easier to analyze, as it provides a clear and concise format that highlights key information.
- Tables condense large amounts of data into a compact format, saving time for those who need to interpret or analyze the data.
- By presenting data in a structured format, tabulation eliminates confusion and makes it easier to identify trends and patterns.
- Well-tabulated data provides a clear overview, aiding in quicker and more informed decision-making.
- Tables are essential for performing various statistical analyses, providing a foundation for calculations and evaluations.
Classification of Data vs Tabulation of Data
Generally, classification of data and tabular presentation of data are misunderstood as the same, i.e., a device to present and summarize data. However, in technical terms, both concepts are different from each other. The difference between the classification of data and the tabular presentation of data is as follows:
- Tabulation succeeds classification of data. It means that tabular presentation of data can be done only when it is classified into different classes.Â
- Classification of data includes classifying the given set of data into different classes according to their similarities and differences. However, tabular presentation of data includes arranging the classified data into rows and columns with suitable heads and subheads.Â
- Classification is a method of statistical analysis. However, tabular presentation of data is a method of presenting data.Â
Difference Between Classification and Tabulation of Data
Aspect |
Classification of Data |
Tabulation of Data |
Definition |
The process of organizing data into categories or groups based on shared characteristics or attributes. |
The process of arranging data in a table format for easy reference and analysis. |
Purpose |
To simplify complex data, making it easier to understand and analyze by grouping similar items. |
To systematically present data in rows and columns for comparison, analysis, and interpretation. |
Nature |
Qualitative or Quantitative |
Quantitative |
Usage |
Used to identify patterns, relationships, and trends within data. |
Used to display data clearly and concisely for quick reference and analysis. |
Format |
Grouped into categories such as age groups, income brackets, etc. |
Arranged in rows and columns, often with headings and subheadings. |
Example |
Grouping survey respondents by age range (e.g., 18-25, 26-35, etc.) |
Showing the number of survey respondents in a table with age ranges as row headings and responses as column headings. |
Analysis Facilitation |
Helps in understanding the distribution and frequency of data. |
Helps in comparing data across different categories or groups. |
Data Representation |
May use charts, graphs, and lists to represent grouped data. |
Primarily uses tables to represent data. |
Complexity |
It can be complex as it involves categorizing data based on multiple criteria. |
Relatively simple, as it involves arranging data in a structured format. |
Application |
Useful in research studies, market analysis, and data mining. |
Useful in reporting, documentation, and presentations. |
Classification of Data and Tabular Presentation

Classification of data is also used in tabular presentation
1. Spatial Classification of Data and Tabular Presentation
Spatial Classification of data means classifying data based on the geographical location, place, or region, such as state, district, town, city, country, etc. For example, several students from different states are at Delhi University. The Tabular presentation of the same can be shown as follows:
2. Temporal Classification of Data and Tabular Presentation
Temporal Classification of data means classifying data based on the period. It means that time becomes the classifying variable in the case of temporal classification. For example, the sale of Laptops by a manufacturer in different years. The tabular presentation of the same can be shown as follows:
3. Qualitative Classification of Data and Tabular Presentation
Qualitative Classification of data means classifying data based on qualitative characteristics or attributes. For example, data of the students of Class XI can be classified on qualitative attributes like male or female, and Commerce or Science. The tabular presentation of the same can be shown as follows:
4. Quantitative Classification of Data and Tabular Presentation
Quantitative Classification of data means classifying data based on quantitative characteristics. For example, data on the number of players playing different sports in a school. The tabular presentation of the same can be shown as follows:
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Range | Meaning, Coefficient of Range, Merits and Demerits, Calculation of Range
What is Range?Range is the easiest to understand of all the measures of dispersion. The difference between the largest and smallest item in a distribution is called range. It can be written as: Range (R) = Largest item (L) â Smallest item (S) For example, If the marks of 5 students of class Xth are
4 min read
Calculation of Range and Coefficient of Range
What is Range?Range is the easiest to understand of all the measures of dispersion. The difference between the largest and smallest item in a distribution is called range. It can be written as: Range (R) = Largest item (L) â Smallest item (S) For example, If the marks of 5 students of class XIth are
5 min read
Interquartile Range and Quartile Deviation
The extent to which the values of a distribution differ from the average of that distribution is known as Dispersion. The measures of dispersion can be either absolute or relative. The Measures of Absolute Dispersion consist of Range, Quartile Deviation, Mean Deviation, Standard Deviation, and Loren
3 min read
Partition Value | Quartiles, Deciles and Percentiles
Partition values are statistical measures that divide a dataset into equal parts. They help in understanding the distribution and spread of data by indicating where certain percentages of the data fall. The most commonly used partition values are quartiles, deciles, and percentiles. Table of Content
9 min read
Quartile Deviation and Coefficient of Quartile Deviation: Meaning, Formula, Calculation, and Examples
The extent to which the values of a distribution differ from the average of that distribution is known as Dispersion. The measures of dispersion can be either absolute or relative. The Measures of Absolute Dispersion consist of Range, Quartile Deviation, Mean Deviation, Standard Deviation, and Loren
3 min read
Quartile Deviation in Discrete Series | Formula, Calculation and Examples
What is Quartile Deviation?Quartile Deviation (absolute measure) divides the distribution into multiple quarters. Quartile Deviation is calculated as the average of the difference of the upper quartile (Q3) and the lower quartile (Q1). [Tex]Quartile~Deviation=\frac{Q_3-Q_1}{2} [/Tex] Where, Q3 = Upp
2 min read
Quartile Deviation in Continuous Series | Formula, Calculation and Examples
What is Quartile Deviation?Quartile Deviation (absolute measure) divides the distribution into multiple quarters. Quartile Deviation is calculated as the average of the difference of the upper quartile (Q3) and the lower quartile (Q1). [Tex]Quartile~Deviation=\frac{Q_3-Q_1}{2} [/Tex] Where, Q3 = Upp
3 min read
Mean Deviation: Coefficient of Mean Deviation, Merits, and Demerits
Range, Interquartile range, and Quartile deviation all have the same defect; i.e., they are determined by considering only two values of a series: either the extreme values (as in range) or the values of the quartiles (as in quartile deviation). This approach of analysing dispersion by determining t
5 min read
Calculation of Mean Deviation for different types of Statistical Series
What is Mean Deviation?The arithmetic average of the deviations of various items from a measure of central tendency (mean, median, or mode) is known as the Mean Deviation of a series. Other names for Mean Deviation are the First Moment of Dispersion and Average Deviation. Mean deviation is calculate
3 min read
Mean Deviation from Mean | Individual, Discrete, and Continuous Series
Mean Deviation of a series can be defined as the arithmetic average of the deviations of various items from a measure of central tendency (mean, median, or mode). Mean Deviation is also known as the First Moment of Dispersion or Average Deviation. Mean Deviation is based on all the items of the seri
4 min read
Mean Deviation from Median | Individual, Discrete, and Continuous Series
What is Mean Deviation from Median?Mean Deviation of a series can be defined as the arithmetic average of the deviations of various items from a measure of central tendency (mean, median, or mode). Mean Deviation is also known as the First Moment of Dispersion or Average Deviation. Mean Deviation is
5 min read
Standard Deviation: Meaning, Coefficient of Standard Deviation, Merits, and Demerits
The methods of measuring dispersion such as quartile deviation, range, mean deviation, etc., are not universally adopted as they do not provide much accuracy. Range does not provide required satisfaction as in the entire group, range's magnitude is determined by most extreme cases. Quartile Deviatio
6 min read
Standard Deviation in Individual Series
A scientific measure of dispersion that is widely used in statistical analysis of a given set of data is known as Standard Deviation. Another name for standard deviation is Root Mean Square Deviation. Standard Deviation is denoted by a Greek Symbol Ï (sigma). Under this method, the deviation of valu
3 min read
Standard Deviation in Discrete Series
A scientific measure of dispersion that is widely used in statistical analysis of a given set of data is known as Standard Deviation. Another name for standard deviation is Root Mean Square Deviation. Standard Deviation is denoted by a Greek Symbol Ï (sigma). Under this method, the deviation of valu
5 min read
Standard Deviation in Frequency Distribution Series
A scientific measure of dispersion that is widely used in statistical analysis of a given set of data is known as Standard Deviation. Another name for standard deviation is Root Mean Square Deviation. It is denoted by a Greek Symbol Ï (sigma). Under this method, the deviation of values is taken from
4 min read
Combined Standard Deviation: Meaning, Formula, and Example
A scientific measure of dispersion, which is widely used in statistical analysis of a given set of data is known as Standard Deviation. Another name for standard deviation is Root Mean Square Deviation. Standard Deviation is denoted by a Greek Symbol Ï (sigma). Under this method, the deviation of va
2 min read
Coefficient of Variation: Meaning, Formula and Examples
What is Coefficient of Variation? As Standard Deviation is an absolute measure of dispersion, one cannot use it for comparing the variability of two or more series when they are expressed in different units. Therefore, in order to compare the variability of two or more series with different units it
2 min read
Lorenz Curveb : Meaning, Construction, and Application
What is Lorenz Curve?The variability of a statistical series can be measured through different measures, Lorenz Curve is one of them. It is a Cumulative Percentage Curve and was first used by Max Lorenz. Generally, Lorenz Curves are used to measure the variability of the distribution of income and w
4 min read