Maths · Colouring and short-answer worksheet
Lines of Symmetry Worksheet (Free KS2 Butterfly Printable)
Lines of symmetry are a key part of the Year 4 geometry curriculum, and a butterfly is one of the friendliest ways to introduce them. Because the two wings mirror each other across the body, children can see at a glance how a line of symmetry divides a shape into two matching halves.
This free printable combines a colouring task with short written questions, so it works equally well at home or in the classroom. It prints cleanly to a single A4 page and needs nothing more than colouring pencils and a pencil.
]]>Butterfly Lines of Symmetry
Free Maths worksheet · Ages 8 to 9

Activity 1
Colour the butterfly. The dotted line down the middle is its line of symmetry, so the two wings must match. Colour matching shapes on the left and right wings the same colour, so your finished butterfly is perfectly symmetrical.
- Colour the body and antennae down the middle.
- Colour the large patch on each wing the same colour.
- Colour the matching dots on each wing the same colour.
Activity 2
Answer the questions about lines of symmetry. Write your answers on the lines. The word bank may help you.
A line that splits a shape into two matching halves is called a line of _____.
How many lines of symmetry does this butterfly have?
What does the right wing do compared with the left wing?
If you folded the butterfly along its line of symmetry, what would happen to the two wings?
Answer key
- A line that splits a shape into two matching halves is called a line of _____. — symmetry
- How many lines of symmetry does this butterfly have? — One (a single vertical line down the body)
- What does the right wing do compared with the left wing? — It matches it / it is a mirror image of it
- If you folded the butterfly along its line of symmetry, what would happen to the two wings? — They would sit exactly on top of each other
What a line of symmetry actually means
A line of symmetry is a line that divides a shape into two halves that are exact mirror images of one another. If you could fold the shape along that line, the two parts would sit exactly on top of each other. A butterfly held straight on has a vertical line of symmetry running down its body: the left wing is the mirror image of the right. Helping a child see this matching relationship, rather than simply memorising the phrase, is the foundation for the rest of the topic. Encourage them to check by imagining the fold, or by holding a small mirror along the line and seeing whether the reflection completes the shape.
How this fits the Year 4 maths curriculum
In the National Curriculum for England, Year 4 pupils are expected to identify lines of symmetry in 2-D shapes presented in different orientations, and to complete a simple symmetric figure with respect to a specific line of symmetry. This worksheet supports both objectives. The butterfly illustration gives a clear vertical line of symmetry to identify, while the colouring task asks children to make one wing match the other, which is a gentle, visual version of completing a symmetric figure. Once they are confident here, you can extend the work to squares, rectangles, triangles and letters, some of which have more than one line of symmetry and some of which have none.
Making symmetry concrete with everyday objects
Symmetry becomes much easier to grasp when children connect it to things they already know. Point out the symmetry in a leaf, a face, a snowflake, the front of a house, or the wings of a real butterfly. A practical test is to fold a piece of paper, cut a shape from the folded edge and open it out: the fold line is automatically a line of symmetry. A small handheld mirror is another excellent tool, because placing it on a line of symmetry shows the complete shape, while placing it anywhere else does not. These quick activities reinforce the idea that a line of symmetry is special, not just any line through the middle.
Using this worksheet at home or in class
For colouring, set the expectation early that matching shapes on the two wings should be coloured the same, so the finished butterfly stays symmetrical. This turns a simple colouring activity into a deliberate test of understanding. The written questions can be completed before or after colouring, and they are short enough to use as a starter or a plenary. To stretch a confident child, ask them to draw their own butterfly and add a second pattern that is symmetrical, or to find letters of the alphabet that have a line of symmetry. To support a child who is finding it tricky, offer a small mirror to place down the body line so the matching halves become obvious.
Frequently asked questions
What is a line of symmetry for KS2?
A line of symmetry is a line that splits a 2-D shape into two halves that are exact mirror images of each other. If you folded the shape along the line, the two halves would sit exactly on top of one another. In Year 4, children identify these lines in shapes shown in different orientations.
How many lines of symmetry does a butterfly have?
A butterfly shown straight on, like the one on this worksheet, has one vertical line of symmetry running down its body, because the left wing mirrors the right wing. Real butterflies are only symmetrical along this single line, not across their length.
What age do children learn about lines of symmetry?
In England, lines of symmetry are formally introduced in Year 4 (ages 8 to 9) within the geometry section of the maths curriculum. Children identify lines of symmetry in 2-D shapes and complete simple symmetric figures, building on earlier informal work with mirror images.
Is this lines of symmetry worksheet free to print?
Yes. This worksheet is completely free to download and print. It is designed to fit on a single A4 page and works in black and white, so all you need is a printer, a pencil and some colouring pencils.
How can I help my child understand symmetry at home?
Use everyday examples such as leaves, faces and snowflakes, and try folding and cutting paper shapes so the fold line becomes a line of symmetry. A small handheld mirror is especially helpful: place it on a line of symmetry and the reflection completes the shape.
Curriculum links
- Year 4 Geometry, properties of shapes: identify lines of symmetry in 2-D shapes presented in different orientations.
- Year 4 Geometry, properties of shapes: complete a simple symmetric figure with respect to a specific line of symmetry.
- Year 4 Geometry, properties of shapes: compare and classify geometric shapes, including quadrilaterals and triangles, based on their properties and sizes (supporting context).
- KS2 Mathematics aim: reason mathematically by describing relationships, here the mirror relationship between two halves of a symmetric figure.
Made by The Owee education team. Updated 02/06/2026. Free to print and share.
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