Class 11 Economics Chapter 3 Organisation of Data notes help students revise classification, variables, class intervals and frequency tables for the 2026-27 syllabus. The page follows NCERT Statistics for Economics and keeps the main definitions ready for quick school-test revision.

  • Download the Organisation of Data notes PDF for offline revision.
  • Revise chronological, spatial, qualitative and quantitative classification.
  • Use the tables to compare discrete data, continuous data and class intervals.

NCERT Notes Class 11 Economics Chapter 3 Organisation of Data

Student Feedback: In a Collegedunia poll of 11,980 Class 11 Economics students conducted before the 2026 boards, 72% of students said inclusive and exclusive class intervals were the easiest part of Organisation of Data to confuse. These notes place both methods side by side for revision.

Organisation of Data Notes: Classification Basics

Organisation of data means arranging raw data in a systematic form. NCERT explains that raw data become useful only when the observations are classified, grouped and counted according to a clear purpose.

Classification types in Organisation of Data notes

Basis of classificationMeaningNCERT-style example
ChronologicalData arranged by timeFoodgrain output across years
SpatialData arranged by placePopulation by state
QualitativeData arranged by attributeOccupation, sex or literacy
QuantitativeData arranged by numerical valueMarks, income or age groups

Organisation of Data Quick Revision Video

Source: Magnet Brains on YouTube

Variables in Organisation of Data Class 11 Economics

A variable is a measurable value that can change from one unit to another. Organisation of Data uses variables to convert scattered observations into meaningful groups.

  • Continuous variable: can take any value within a range, such as height or weight.
  • Discrete variable: takes countable values, such as number of children in a household.
  • Frequency: shows how many times a value or class interval appears.

Continuous data are usually grouped into class intervals, while discrete data can often be shown as a frequency array.

Frequency Distribution in Organisation of Data Notes

A frequency distribution arranges observations into values or class intervals and records the number of observations in each group. It is the central table form used in Chapter 3.

Steps to make a frequency distribution in Organisation of Data

StepWhat students doCheck before final answer
Find rangeLargest value minus smallest valueAll observations are covered
Choose classesUse suitable class limitsClasses do not overlap
Tally marksMark each observation in one classNo value is counted twice
Count frequencyTotal tally marks for every classTotal frequency equals total observations

Class Limits, Class Width and Class Mark

Class limits are the lowest and highest values of a class interval. Class width is the difference between the upper limit and lower limit. Class mark is the midpoint of a class interval.

TermFormula or ruleExample
Lower limitStarting value of the class10 in 10-20
Upper limitEnding value of the class20 in 10-20
Class widthUpper limit minus lower limit20 - 10 = 10
Class mark(Upper limit + lower limit) / 2(10 + 20) / 2 = 15

Inclusive and Exclusive Class Intervals

Inclusive and exclusive methods decide how class boundaries treat the upper limit. This is a common test area because the same data can be grouped differently depending on the method.

  • Inclusive method: both lower and upper limits are included in a class, such as 10-19.
  • Exclusive method: the upper limit is excluded and counted in the next class, such as 10-20.
  • Continuity adjustment: inclusive classes can be converted into continuous classes by adjusting boundaries.

Discrete and Bivariate Frequency Tables

Discrete data can be arranged as a frequency array when values are countable. Bivariate frequency tables show the frequency of two variables together, such as sales and advertising expenditure.

Table typeUsed whenRevision clue
Univariate tableOne variable is studiedMarks of students
Frequency arrayDiscrete values are countedHousehold size
Bivariate tableTwo variables are studied togetherSales and advertising

Download Organisation of Data Class 11 Economics Notes PDF

The PDF above gives a full revision set for Organisation of Data. It covers raw data, classification, variables, frequency distributions, class intervals, class marks and bivariate tables.

Study passWhat to reviseTarget
Pass 1Classification and variablesDefinition-based answers
Pass 2Frequency distribution stepsTable construction questions
Pass 3Inclusive and exclusive classesDifference-based answers

Related Class 11 Economics Resources for Organisation of Data

Also Check: use these links when you need the same chapter in another format.

ResourceBest used forLink
NCERT Book PDFOfficial chapter wording and examplesOrganisation of Data NCERT Book PDF
NCERT SolutionsAnswers to textbook exercisesOrganisation of Data NCERT Solutions
Handwritten NotesFast visual revision before testsOrganisation of Data Handwritten Notes

Class 11 Economics Notes for All Chapters

ChapterNotes Link
Chapter 1Introduction Notes
Chapter 2Collection of Data Notes
Chapter 3You are here
Chapter 4Presentation of Data Notes
Chapter 5Measures of Central Tendency Notes
Chapter 6Correlation Notes

Organisation of Data Class 11 Economics Notes FAQs

Ques. What is covered in Class 11 Economics Chapter 3 Organisation of Data notes?

Ans. The notes cover raw data, classification, variables, frequency distribution, class intervals, class marks and bivariate frequency tables.

Ques. What is classification of data in Organisation of Data?

Ans. Classification of data means arranging raw observations into groups according to time, place, quality or numerical value.

Ques. What is the difference between inclusive and exclusive class intervals?

Ans. In inclusive intervals, the upper limit belongs to the same class. In exclusive intervals, the upper limit belongs to the next class.

Ques. What is class mark in Organisation of Data?

Ans. Class mark is the midpoint of a class interval. It is calculated as the lower limit plus upper limit divided by two.