Year 5 Long Division Worksheets: Free Printable Practice With Answers

Long division can feel like a big step for Year 5 pupils. It asks children to combine times tables, subtraction, place value and careful recording in one method. With clear examples and regular, manageable practice, pupils can learn to work through each stage confidently. Free printable Year 5 long division worksheets with answers can support classroom teaching, homework or a short revision session at home.

What Year 5 pupils learn about division

In England, the National Curriculum for mathematics expects Year 5 pupils to divide numbers mentally, including numbers with up to four digits by a one-digit number, and to interpret remainders appropriately. They should also develop efficient written methods for multiplication and division, building on the formal methods introduced in earlier years. Long division is one way of setting out this reasoning clearly, although schools may teach a particular layout or progression that pupils should follow.

The aim is not simply to get an answer. Children need to understand how division relates to multiplication, recognise the value of each digit and check whether their result makes sense. For example, when dividing 936 by 4, pupils can use known times-table facts to find how many groups of 4 fit into each part of the number. They should be able to explain the steps, rather than relying on a sequence of marks they do not understand.

Schools may introduce long division at different points or use different written layouts, so it is worth checking your child’s book or asking their teacher which method they are practising. A worksheet is most useful when its format matches the method taught in class.

How the long division method works

In long division, pupils work from the largest place value towards the smallest. A common prompt is “divide, multiply, subtract, bring down”: divide the current number, multiply to check the group, subtract to find what is left, and bring down the next digit. Children repeat the process until they have used every digit in the dividend.

Take 1,248 ÷ 4. First, divide 12 by 4 to make 3. There is nothing left over, so bring down the 4 and divide 4 by 4 to make 1. Bring down the 8 and divide 8 by 4 to make 2. The answer is 312. Checking with multiplication confirms it: 312 × 4 = 1,248.

Some calculations do not divide exactly. For 947 ÷ 4, the quotient is 236 with a remainder of 3, because 236 × 4 = 944 and 3 remains. Children should learn to record the remainder accurately and consider what it means in the question. If 947 biscuits are packed into boxes of 4, there are 236 full boxes and 3 biscuits left. Depending on the context, the answer might instead need rounding up to 237 boxes.

What makes a useful Year 5 worksheet

A good worksheet moves from supported practice to greater independence. Early questions might include a worked example, a place-value grid or space to write each subtraction. Later questions can use larger numbers, include remainders and mix calculations in a way that asks pupils to choose a sensible approach. A short set of carefully chosen questions is often more helpful than a long page of repetitive sums.

Look for printable worksheets that use clear spacing and readable digits. Children need room to set out the calculation neatly, particularly when they are still learning to line up digits and carry remainders from one step to the next. Worksheets with answers are useful for checking, but answers should be used after an attempt rather than as a shortcut. For more meaningful revision, include a mixture of exact divisions, divisions with remainders and simple word problems.

It can help to begin with a quick times-table warm-up. Ask your child a few multiplication questions related to the divisor, such as 4 × 6 or 4 × 7, before starting a calculation with division by 4. Secure multiplication facts make it easier to choose the correct multiple during long division and leave more attention free for the written steps.

Practical ways to support practice at home

Keep practice short and calm. Ten minutes focused on two or three questions can be more productive than a long session that ends in frustration. Ask your child to talk through each step: “How many times does 4 go into 12?”, “What do you multiply back?”, and “What is left to subtract?” Explaining the process helps reveal whether they understand the method or are simply copying a pattern.

If a child gets stuck, pause before correcting the whole calculation. Check that they can recall the relevant times-table facts and understand the place value of the number they are dividing. They may need to regroup a remainder with the next digit, or may have brought down a digit without first completing the subtraction. Point to the first step where the working changes, then let them try again.

Use estimation to build number sense. Before calculating 1,248 ÷ 4, a pupil might notice that 1,200 ÷ 4 is 300, so an answer around 312 seems reasonable. After completing a division, check by multiplying the quotient by the divisor and adding any remainder. For example, 236 × 4 + 3 = 947. This check is especially valuable because it helps children spot errors without relying on an adult to confirm every line.

Word problems make the method purposeful. Try contexts children can picture, such as sharing a collection of books equally, grouping sports equipment into teams or packing items into identical boxes. Encourage pupils to write the calculation, show the long division and add a sentence explaining the remainder. This connects written methods with the National Curriculum’s broader focus on reasoning and solving problems.

Common mistakes to watch for

A frequent difficulty is choosing the wrong multiple. If a child is dividing by 6, they may select 7 when they need the largest multiple of 6 that does not exceed the current number. Times-table practice and estimation can help. Another common error is subtracting incorrectly or forgetting to bring down the next digit. Neat layout matters: encourage pupils to write one digit at a time and leave enough space for their working.

Children can also treat a remainder as if it can never be used. In fact, the meaning depends on the problem. Sometimes it stays as a remainder; sometimes it becomes a fraction or decimal, or the answer must be rounded up or down. In Year 5, focus first on clear whole-number calculations and sensible interpretation in familiar contexts, following the approach used by the child’s school.

Using answers for effective revision

Answer sheets make self-checking possible, but the working is just as important as the final result. If an answer is wrong, ask your child to find the first point where their method differs from the correct process. They can then redo that calculation on a fresh sheet, explaining the correction aloud. Keep a note of recurring slips, such as a times-table gap or subtraction error, and use those as the focus for the next practice session.

For parents and teachers, worksheets can also provide a quick picture of confidence. If a pupil completes exact divisions accurately but struggles with remainders, choose a few targeted questions rather than repeating everything. If they understand the method but make careless recording errors, a slower pace and wider working space may help more than extra calculations.

A confident next step

Year 5 long division develops through understanding, careful layout and regular practice—not speed alone. Start with numbers and divisors your child knows, follow the written method taught at school, and gradually introduce remainders and word problems. Use printable worksheets for focused practice and revision, then check answers through multiplication and discussion. A few well-chosen questions, completed with care, can help pupils build the confidence and accuracy they need for the next stage of KS2 maths.