Data Collection
Data is simply information we gather to answer a question: favourite fruits, number of brothers and sisters, the colours of cars passing the gate. In a primary classroom the first job is to collect it, and CTET wants you to know the honest distinctions. Data the child gathers firsthand for a purpose is primary data (asking twenty classmates which pet they like best). Data that already exists and is reused is secondary data (borrowing the school attendance register to find who was absent). The common methods at this level are observation (watching and noting without interfering, like counting red, blue and yellow cars for ten minutes), survey or interview (asking a set question and recording the replies), and experiment (doing something and noting the result, like tossing a coin thirty times). Once the raw answers are in, they look like a jumble, so the child organises them with tally marks in groups of five and writes a frequency table. There is also a quiet, intuitive idea here: the whole group you could ask is the population, and a smaller chosen part is a sample. In small classes you usually just ask everyone, so the class is the population. The pedagogy point CTET likes: data handling is the full cycle of question, collect, organise, represent and interpret, and it works best when children actually do it, measuring jumps or collecting leaves, rather than copying numbers from a board.
✅ Solved examples
✏️ Practice — try these, take hints as needed
📝 Topic test — 8 questions
Auto-graded with full solutions; saved to your dashboard. Use the calculator and formula sheet (top-right) any time.
Key Concepts — Quick Reference
Tally marks and counting in fives
| One stroke | | = 1 (a single vertical line for each item) |
|---|---|
| Bundle of five | 4 vertical strokes + 1 diagonal across them = 5 |
| Reading a tally | (complete bundles x 5) + leftover single strokes |
| Frequency | the total count for one category = sum of its tally marks |
Pictograph key and reading bar graphs
| Pictograph key/scale | 1 symbol = a fixed number of items (e.g. 1 apple = 2 children) |
|---|---|
| Pictograph value | (number of full symbols x key) + (half symbol = half the key) |
| Bar graph value | trace the top of the bar across to the scale axis and read it off |
| How many more | larger frequency - smaller frequency (subtract the two values) |