Class 3 Division Worksheet — Free PDF with Answers

Division is often called the trickiest of the four basic operations, and Class 3 is when children encounter it properly for the first time. While Class 2 introduced the idea of sharing equally, Class 3 expects students to divide 2-digit and small 3-digit numbers by single-digit divisors, understand remainders, and connect division to multiplication as an inverse operation.

The NCERT Math Magic textbook for Class 3 builds division step by step. It begins with the concept of equal sharing ("If $12$ sweets are shared equally among $3$ children, each gets $4$"), moves to grouping ("How many groups of $4$ can you make from $12$?"), and then formalises the process with the division symbol and long division format.

A well-structured class 3 division worksheet gives your child the graded practice they need to move from conceptual understanding to computational fluency. The worksheet described here has 60 questions across three levels — easy, medium, and hard — each with a complete answer key.

In this article, we walk through the key concepts, show sample questions from each level, identify the mistakes children commonly make, and provide practical tips for parents who want to support their child at home.

Here are the core ideas your child must understand before and during their work with this worksheet:

* Division as equal sharing — Distributing items equally. $15 \div 3 = 5$ means $15$ items shared among $3$ people gives $5$ each.

* Division as grouping — Making equal groups. $15 \div 5 = 3$ means $15$ items put into groups of $5$ gives $3$ groups.

* Division facts from tables — Since $6 \times 4 = 24$, we know $24 \div 6 = 4$ and $24 \div 4 = 6$. Fluency in multiplication tables directly powers division.

* Division by 1 and by the number itself — Any number divided by $1$ is itself ($8 \div 1 = 8$). Any number divided by itself is $1$ ($8 \div 8 = 1$).

* Division with remainder — $17 \div 5 = 3$ remainder $2$, written as $17 = 5 \times 3 + 2$. The remainder must always be less than the divisor.

* Long division format — Setting up the division bracket, dividing column by column, and bringing down digits. This is introduced in Class 3 for 2-digit dividends like $72 \div 6$.

* Word problems — Deciding when a real-life situation calls for division. Keywords include "shared equally," "distributed among," "how many groups," and "how many in each."

The worksheet includes a variety of question formats:

* Quick recall — $42 \div 7 =$ ____. Tests instant recall of division facts.
* Fill in the missing number — $\square \div 8 = 9$. Find the dividend.
* Division with remainder — Divide $29 \div 4$ and write the quotient and remainder.
* Long division — Solve $84 \div 7$ using the long division format.
* True or false — Is $36 \div 9 = 3$? (Answer: False; $36 \div 9 = 4$.)
* Word problems (sharing) — "A teacher distributes $56$ pencils equally among $8$ students. How many pencils does each student get?"
* Word problems (grouping) — "There are $45$ flowers. How many bunches of $9$ can you make?"
* Relationship questions — "If $7 \times 5 = 35$, what is $35 \div 7$?"

Every question has a step-by-step answer in the key at the end of the PDF.

Level 1 builds confidence with direct division facts and simple sharing problems.

Sample questions:

1. $24 \div 6 =$ ____.
Answer: $4$.

2. Share $20$ marbles equally among $5$ children. How many does each child get?
Answer: $20 \div 5 = 4$ marbles each.

3. If $3 \times 8 = 24$, then $24 \div 3 =$ ____.
Answer: $8$.

What to expect: Level 1 questions rely on multiplication table knowledge applied in reverse. Children who know their tables up to $10$ will find this level straightforward. Aim for 18/20 or above before moving to Level 2.

Level 2 introduces remainders and 2-digit dividends, requiring more careful calculation.

Sample questions:

1. Divide: $47 \div 5$.
Answer: $5 \times 9 = 45$, so quotient $= 9$, remainder $= 47 - 45 = 2$. Answer: $9$ remainder $2$.

2. Solve using long division: $72 \div 6$.
Answer: $6$ goes into $7$ once ($6$), remainder $1$. Bring down $2$ to make $12$. $6$ goes into $12$ twice. Quotient: $12$.

3. A baker has $35$ cupcakes. He packs them into boxes of $4$. How many full boxes can he make? How many cupcakes are left over?
Answer: $35 \div 4 = 8$ boxes with $3$ cupcakes left over.

What to expect: The concept of remainder is new for many children. Emphasise that the remainder must always be smaller than the divisor. If the remainder equals or exceeds the divisor, the quotient needs to increase by $1$.

Level 3 features larger dividends, multi-step word problems, and reasoning challenges.

Sample questions:

1. Divide: $96 \div 8$.
Answer: $8 \times 12 = 96$, so $96 \div 8 = 12$.

2. A school orders $150$ notebooks for $6$ classrooms. Each classroom gets the same number. How many notebooks does each classroom get?
Answer: $150 \div 6 = 25$ notebooks per classroom.

3. I divided a number by $7$ and got quotient $9$ and remainder $3$. What was the number?
Answer: Number $= 7 \times 9 + 3 = 63 + 3 = 66$.

What to expect: Level 3 questions require the child to apply division in multi-step contexts and think backwards (finding the dividend given the divisor, quotient, and remainder). These prepare students for Class 4 long division and early problem-solving competitions.

Division trips up students in predictable ways. Watch for these:

* Confusing division with subtraction — Some children see $24 \div 6$ and compute $24 - 6 = 18$. Reinforce that division asks "how many groups" or "how many in each group," not "what is the difference."

* Remainder greater than divisor — In $29 \div 4$, a child writes quotient $= 6$, remainder $= 5$. But $5 > 4$, so the quotient should be $7$ with remainder $1$. Teach the check: remainder must always be less than the divisor.

* Forgetting the remainder — Children write $29 \div 4 = 7$ and stop, ignoring the remainder. In CBSE exams, forgetting the remainder costs marks.

* Weak table recall slowing division — Division is multiplication in reverse. If a child does not know $7 \times 8 = 56$ quickly, they cannot divide $56 \div 7$ efficiently. Strengthen tables first.

* Misinterpreting word problems — "How many groups of $5$?" requires division, but some children multiply instead. Underline the key question before computing.

Division can feel abstract to an 8-year-old, but these strategies make it concrete and approachable:

1. Use physical objects. Give your child $24$ buttons and ask them to share them equally among $4$ cups. This makes the concept of equal sharing tangible.

2. Connect division to multiplication. Before asking "What is $42 \div 7$?" ask "$7$ times what equals $42$?" This leverages their existing table knowledge.

3. Teach the remainder with real examples. "We have $23$ biscuits and $5$ friends. Each friend gets $4$ biscuits ($5 \times 4 = 20$), and $3$ are left over." Real-life contexts make remainders intuitive.

4. Practise the division check. After every division, verify: $\text{divisor} \times \text{quotient} + \text{remainder} = \text{dividend}$. For $23 \div 5$: $5 \times 4 + 3 = 23$. Correct!

5. Start with the worksheet, then go online. Print the worksheet PDF for structured practice, then use the online module for daily quick drills with instant feedback.

6. Be patient with long division. The format — divide, multiply, subtract, bring down — is a multi-step algorithm that takes several weeks of practice to master. Do not rush it.

7. Celebrate small wins. If your child can divide any 2-digit number by a single digit with the correct remainder, that is a significant achievement for Class 3.

SparkEd provides free resources designed to make division practice effective:

* Free Worksheet PDF — 60 questions across three levels with step-by-step answers. Print and practise at home.

* Online Practice — Interactive questions with instant right/wrong feedback. The Spark Coach AI provides hints when your child is stuck, guiding them toward the answer without giving it away.

* Fresh questions every download — The question bank is shuffled each time, so your child gets a unique worksheet every time they download.

* Aligned to CBSE NCERT — Every question matches the Class 3 syllabus, so practice directly translates to better exam performance.

All resources are free and require no sign-up.

Here is your action plan:

1. Download the Division Worksheet PDF — Start with Level 1 today.

2. Practise division online — Great for quick daily revision.

3. Explore related Class 3 topics:
* Multiplication — Strengthen the tables that power division.
* Fractions — The natural next step after division.
* Money — Real-world division: sharing costs, calculating change.

Just 15 minutes a day transforms division from a struggle into a strength.