Class 4 Mathematics

Chapter 4 — Thousands Around Us

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Overview

Summary

Chapter 4 of the Class 4 Mathematics NCERT textbook (Maths Mela), "Thousands Around Us", introduces students to four-digit numbers using the real-life context of a Gurudwara community lunch (langar) attended by 1,000 people. Students learn the Indian base-10 place value system — Ones, Tens, Hundreds, Thousands — using Dienes Blocks and tokens, then practise comparing, ordering, and writing numbers up to 9,999. Download the PDF and read the full summary and Q&A below.

  • From 999 to 1000 — Building the Thousands PlaceThe chapter starts from numbers up to 999 and extends the Indian base-10 system to 1,000 and beyond. Students learn that 10 Hundreds make 1 Thousand, just as 10 Ones make 1 Ten and 10 Tens make 1 Hundred. Dienes Blocks visualise this grouping, and tokens (labelled 1, 10, 100, 1000) are introduced for larger numbers.
  • Expanded Form and Place Value Table (Th, H, T, O)Students read and write four-digit numbers using a Thousands–Hundreds–Tens–Ones table. Every number is also expressed in expanded form: for example, 3452 = 3000 + 400 + 50 + 2. Arrow cards are used as a hands-on activity where children physically assemble four-digit numbers from separate Th, H, T, and O cards, reinforcing how each digit's position determines its value.
  • Comparing and Ordering Four-Digit NumbersThe chapter uses the symbols < and > to compare four-digit numbers. Students compare Jaspreet and Gulnaz's monthly plate counts at the Gurudwara across months like February, March, September, and December. A key insight taught is that when the Thousands digits are equal, the Hundreds digit decides which number is bigger — for example, 3102 > 3012 because 1 Hundred > 0 Hundreds.
  • Number Lines, Estimation, and Real-World ConnectionsStudents place four-digit numbers on number lines and estimate which range (Only 1, 2–5, 10–50, 100–200, 500–1000, More than 1000) fits everyday quantities like leaves on a tree or books in a library. Cultural connections include the Thousand Pillars Temple (Saavira Kambada Basadi) in Karnataka, the Indian rhinoceros population of around 4,000, and facts about India's 788 districts and 7,500 km coastline.
Essentials

Key points & formulas

  1. 01The chapter introduces 1,000 (one thousand) as the next unit after Hundreds in the Indian base-10 place value system, shown using Dienes Blocks.
  2. 0210 Hundreds = 1 Thousand (1000); the pattern mirrors 10 Ones = 1 Ten and 10 Tens = 1 Hundred.
  3. 03Four-digit numbers are written in a Th–H–T–O place value table and in expanded form (e.g., 1001 = 1000 + 0 + 0 + 1).
  4. 04Arrow cards and token activities let students build and read four-digit numbers up to 9,999 by hand.
  5. 05Numbers are compared using < and > by first comparing Thousands digits, then Hundreds, Tens, and Ones.
  6. 06The real-life context is a Gurudwara langar (community lunch) where 1,000 people are expected — connecting maths to community and culture.
  7. 07Cultural facts embedded in the chapter: the Thousand Pillars Temple in Karnataka; India has 788 districts, over 7,500 km of coastline, and celebrates more than 1,000 festivals.
  8. 08Students place large numbers on number lines and estimate realistic ranges for everyday quantities (e.g., ants in an anthill > 1,000; tables in a classroom = 10–50).
Questions

Frequently asked questions

01

What is Chapter 4 of Class 4 Maths Mela about?

It is about understanding thousands — the chapter extends the Indian place value system from three-digit numbers to four-digit numbers, up to 9,999, using the context of a Gurudwara community lunch attended by 1,000 people.

02

How does the chapter introduce one thousand (1000)?

It uses Dienes Blocks to show that 10 Hundreds grouped together make 1 Thousand, following the same pattern as 10 Ones making 1 Ten and 10 Tens making 1 Hundred.

03

What are Dienes Blocks and how are they used in this chapter?

Dienes Blocks are mathematical learning tools (developed by mathematician Zoltán Pál Dienes) that represent 1, 10, 100, and 1000. The chapter uses them visually so students can see grouping and regrouping in the Indian base-10 system.

04

What is the Th–H–T–O table used in this chapter?

It is a place value table with four columns — Thousands (Th), Hundreds (H), Tens (T), and Ones (O). Students write each digit of a four-digit number in its correct column to understand its value.

05

What is expanded form, and what is an example from this chapter?

Expanded form breaks a number into the value of each digit. For example, 3452 in expanded form is 3000 + 400 + 50 + 2, and in words it is 'three thousand four hundred fifty two'.

06

What are arrow cards and how are they used?

Arrow cards are separate cards for Thousands (e.g., 3000), Hundreds (e.g., 400), Tens (e.g., 50), and Ones (e.g., 2) whose arrow heads align when stacked together to form a number like 3452. Students use them to build and read four-digit numbers.

07

How does the chapter teach comparing four-digit numbers?

Students use the < and > signs, starting by comparing Thousands digits first. If those are equal, they move to Hundreds, then Tens, then Ones. For example, 3102 > 3012 because both have 3 in the Thousands place but 3102 has 1 Hundred while 3012 has 0 Hundreds.

08

What real-life stories and cultural facts are in this chapter?

The chapter is set around a Gurudwara langar (community lunch) where 1,000 people are fed. It also mentions the Thousand Pillars Temple (Saavira Kambada Basadi) in Karnataka, the Indian rhinoceros population of about 4,000, India's 788 districts, more than 7,500 km of coastline, and over 1,000 festivals.

09

What is the 'Let Us Break Up One-Thousand' activity?

It is a number-line activity where students find how much needs to be added to a number (like 900, 800, 850, or 760) to reach 1,000, practising addition facts that sum to 1,000.

10

What women cricketers are mentioned in Chapter 4?

The chapter asks students to arrange the ODI run-scores of Debbie Hockley (4064), Suzie Bates (5114), Karen Rolton (4814), Mithali Raj (7805), and Charlotte in increasing order, applying four-digit number comparison in a real-world sports context.

11

What mountain ranges does the chapter use for comparing numbers?

Students arrange mountain ranges by height in decreasing order: Kangchenjunga (8586 m), K2 (8611 m), Nanda Devi (7816 m), Chaukhamba I (7138 m), Mullayanagiri (1930 m), Kalsubai (1646 m), and Bailadila Range (1276 m).

12

What is the Challenge question at the end of the comparing-numbers section?

The chapter asks: there are 99 numbers strictly between 700 and 800 — how many numbers are strictly between 7000 and 8000? The answer choices are 900, 999, and 1000, encouraging students to reason about the scale of thousands.

Keep learning

More chapters in Maths Mela

Read Chapter 4 of Maths Mela, the Class 4 Mathematics NCERT textbook (2026-27 edition), online for free: the complete chapter as published by NCERT with every diagram, solved example and exercise, with step-by-step solutions, answers and revision notes. Open the NCERT PDF above, or browse all NCERT Class 4 textbooks.

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