What is Division?

Division means splitting or sharing a number into equal groups. It's the opposite operation of multiplication and one of the four basic math operations.

It answers one of two questions: how many in each group? or how many groups can be made?

We use the symbol ÷ or / to show division.

Important Division Terms:

• Dividend: The number being divided (the total amount)
• Divisor: The number we divide by (how many groups)
• Quotient: The answer (items in each group)
• Remainder: What's left over when division isn't exact

Example: In 12 ÷ 3 = 4

• 12 is the dividend
• 3 is the divisor
• 4 is the quotient

Division as Equal Sharing:

Division answers the question: "If we share this equally, how much does each group get?"

Example: 15 candies shared equally among 3 friends means 15 ÷ 3 = 5 candies for each friend.

Division shows up in daily life constantly. 24 bangles shared equally among 6 friends. 30 students split into 5 autos. 28 eggs packed into 4 trays. Once children recognise division as equal sharing, it stops feeling abstract and starts feeling obvious.

Solved Example: Step by Step

Problem: 12 ladoos are to be shared equally among 3 children. How many ladoos does each child get?

Solution:

Method 1 - Visual Sharing:

• Start with 12 ladoos
• Give 1 ladoo to each of the 3 children (12 - 3 = 9 left)
• Give 1 more to each (9 - 3 = 6 left)
• Give 1 more to each (6 - 3 = 3 left)
• Give 1 more to each (3 - 3 = 0 left)
• Each child got 4 ladoos

Method 2 - Division:

• 12 ÷ 3 = 4

Answer: Each child gets 4 ladoos.

Worksheet Problem Types

This PDF includes varied question formats:

• Basic Division: Solve 10 ÷ 2, 12 ÷ 3
• Fill in the Blanks: 15 ÷ ___ = 5
• Picture-Based Problems: Visual representation of equal sharing with baskets, fruits, and objects
• True/False: Check understanding of division facts
• Word Problems: Real-life scenarios with division (sharing pencils, arranging eggs, dividing chocolates)
• Division with Remainders: Understanding what happens when division isn't exact (17 ÷ 5)
• Matching: Connect division problems with their answers
• Multi-Step Problems: Subtract first, then divide (cookie sharing problem)

Want Your Child to See Division, Not Just Solve It?

Division on paper is one thing. Understanding what equal sharing actually looks like — physically distributing objects, splitting quantities, checking what's left — is what makes the concept stick.

The Applied Maths Project Kit (Age 7+) by Thinking Juggernaut brings this to life with 30 hands-on activities. The same concepts your child is practising in this worksheet — equal groups, sharing, multiplication-division relationships — are explored through physical materials.

Explore the Kit →

Common Mistakes & Learning Tips

Frequent Errors to Avoid:

• Confusing Division with Subtraction: Division is repeated subtraction, but not the same. 12 ÷ 3 means "how many 3s fit into 12" (answer: 4), not 12 - 3 = 9.
• Wrong Order: 12 ÷ 3 is NOT the same as 3 ÷ 12. Order matters in division! Always divide the bigger number by the smaller one in Class 3.
• Forgetting Remainders: When 17 ÷ 5, students often write just "3" but forget remainder 2. Always check if there's anything left over.
• Dividing by Zero: You cannot divide any number by 0. This is not allowed in math.
• Multiplication Connection: Not using multiplication to check answers. If 12 ÷ 3 = 4, then 4 × 3 should equal 12.

5 Essential Tips for Mastery:

1. Use the Multiplication Table: Division is multiplication backwards! If you know 3 × 4 = 12, then you automatically know 12 ÷ 3 = 4 and 12 ÷ 4 = 3. Strong multiplication tables make division easy.
2. Draw Pictures: When stuck, draw circles for groups and distribute items one by one. If dividing 15 candies among 3 friends, draw 3 circles and put candies in each circle equally until all 15 are distributed.
3. Check Your Answer: Always multiply your answer by the divisor to verify. If 20 ÷ 4 = 5, check: 5 × 4 = 20 ✓. This catches most errors.
4. Practice Equal Sharing Daily: Use real objects - share toys among siblings, distribute fruits, divide stickers. Real-world practice makes division natural and intuitive.
5. Remember Division Facts: Just like multiplication tables, memorize division facts for numbers 1-10. Quick recall speeds up problem-solving significantly.

Assessment Guide

Total Questions: 24 | Total Marks: 24

Score: 20–24 (Excellent! ⭐⭐⭐)

• Division Champion: Complete mastery of division concepts
• Next Step: Try multiplication-division mixed problems or Class 4 topics

Score: 15–19 (Very Good! ⭐⭐)

• Strong Understanding: Solid grasp of division
• Next Step: Practice division with larger numbers and complex word problems

Score: 10–14 (Good Effort! ⭐)

• Good Foundation: Basic concepts understood
• Next Step: Review division with remainders and practice multiplication tables

Score: Below 10 (Keep Trying! 💪)

• Building Skills: More practice needed
• Next Step: Focus on equal sharing with objects, review multiplication tables, practice basic division facts daily

Free Class 3 Division Worksheet PDF — Progressive Practice Sums with Answer Key

Download the complete Class 3 Division worksheet here. The PDF includes all 24 questions across 3 difficulty levels, visual diagrams for equal sharing problems, full answer key with working shown for all multi-step problems, and a scoring rubric.

FAQs on Class 3 Division – Progressive Practice Sums

What is division and how is it taught in Class 3?

‍Division in Class 3 is introduced as equal sharing — splitting a total into equal groups and finding how many go in each group. Children first learn to visualise this using objects or drawings, then move to the ÷ symbol and formal division facts. By the end of Class 3, students are expected to handle basic division with and without remainders, using numbers within the multiplication tables they have learned.

How is division related to multiplication?

‍Division is the inverse of multiplication — they undo each other. If 4 × 6 = 24, then 24 ÷ 6 = 4 and 24 ÷ 4 = 6. This relationship means children who know their multiplication tables well have already learned most of their division facts without realising it. This worksheet is designed to make that connection explicit, particularly in Part C where missing-number problems require children to think in both directions.

What is a remainder in division?

‍A remainder is what's left over when a number cannot be divided into exactly equal groups. For example, 17 ÷ 5 = 3 remainder 2, because 3 groups of 5 make 15, and 2 are left over. Understanding remainders is a key Class 3 milestone — this worksheet introduces them in Part B once basic division facts are established in Part A.

What types of questions are in this Class 3 division worksheet?

‍The worksheet includes basic division facts, fill-in-the-blanks, true/false, picture-based equal sharing problems, column matching, division with remainders, single-step word problems, and multi-step challenge problems that combine division with subtraction or addition — 24 questions across 8 different formats.

Is this worksheet suitable for CBSE Class 3 students?

‍Yes. The content covers division as equal sharing, basic division facts within multiplication tables 1 to 10, remainders, and word problems — all within the Class 3 maths syllabus followed by CBSE and most boards. The progressive structure also makes it useful for early Class 4 revision or remedial support.

How long should this worksheet take to complete?

‍Part A typically takes 10–15 minutes. Part B takes 15–20 minutes given the remainder problems and larger numbers. Part C requires careful reading and multi-step working — allow 15 minutes. Total: 40–50 minutes for a full sitting. Parts A and B can be completed in one session, with Part C attempted separately once the child is comfortable.

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