Let’s combine math and art to create a beautiful geometric art lesson inspired by Islamic art. We’ll be learning about symmetry and creating pictures that include squares, triangles, and repeating patterns.
Islamic geometric art lesson for children
Combining math and art
It’s so important to combine math and art. When we work across the curriculum it allows us to go broader and deeper with our learning. We get to make connections between ideas, just as we learn in the real-world. Our understanding is more relevant and our learning is longer-lasting.
Working across math and art draws children in to a hands-on, visual lesson that engages those who love art and those who are fascinated by math.
Geometric tiles inspired by Islamic art
In this lesson we will create geometric tiles inspired by Islamic art. We will:
:: learn about Islamic art and famous mosques around the world
:: learn about symmetry, exploring both linear symmetry and radial symmetry
:: develop our understanding of geometry, exploring the properties of squares, triangles, and other shapes
:: work with repeating patterns
:: create our own geometric art inspired by Islamic tiles
:: use a printable grid and rulers to create art – with the option to include a drawing compass
:: square grid guide (see below for printable)
:: coloured pencils
:: drawing compass (optional)
You can adapt this lesson to suit your child.
Younger children may enjoy looking at the pictures of mosques and the tiles, and then like to create their own picture from squares and triangles cut out from coloured card.
With older children you can choose to just focus on linear symmetry, or introduce radial symmetry too. Some children may want to work with just a ruler, other children may like the challenge of incorporating a drawing compass.
Match the level of the lesson to your child’s interest and skill.
(Prayer Niche), A.H. 755/A.D. 1354–55, From Iran
An introduction to Islamic art
Islamic art traditionally features geometric designs, using shapes such as squares, rectangles, triangles, and circles. It also includes many repeating patterns. Traditional colours that are often see in Islamic designs include shades of blue and gold.
Calligraphy – artistic writing – is also an important element of Islamic art.
A mosque is a Muslim place of worship, and you will often see geometric art included in their design, with carpets, rugs, and tiled walls featuring these symmetrical shapes and repeating patterns.
Circles are used as they are unending – to represent how Allah (God) is infinite.
Repeating patterns show how one small element is part of a universal whole.
One tiny triangle is part of a huge pattern, just as one person is part of the universe, all created by God.
The Sheikh Lotfollah Mosque
The Sheikh Lotfollah Mosque in Iran is one of the most famous mosques in the world. It was built between 1603 and 1619.
Compared to many other mosques the shape of the mosque is fairly simple, but it is filled with the most beautiful, complex decoration, both inside and on the outside walls.
One special feature is the peacock that can be seen at certain times by looking up at the inside of the dome. The sun’s rays flood in to create the image of a peacock’s body, with the tiles of the dome creating the feathers of the peacock’s tail. You can see a photograph of it here.
You can see more examples of Islamic tiles and mosque designs on my Pinterest board.
Tile Ensemble with Sphinx, ca. 1160s–70s, From Turkey
What is symmetry?
Symmetry is a similarity or balance between different parts of something. People, animals, and plants can be symmetrical in some ways.
Think about your body. Imagine drawing a line from the top of your head all the way down to the floor. Then think about what your body looks like on either side of that line. One side is more or less the exact same as the other: an arm on each side, a leg on each side, matching ears, matching eyes. Your body is symmetrical.
Then think of the face of a cat, and imagine a line from the top middle of the cat’s head running down to its chin. Can you see symmetry here too? The cat’s face is balanced on each side of that line: two ears, two eyes, two nostrils, two sets of whiskers. It’s symmetrical.
Imagine a line draw down the centre of this geometric tile. Are the two sides balanced? Are they symmetrical?
This kind of symmetry, along a line, is called linear symmetry. It’s also referred to as mirror symmetry or lateral symmetry.
Radial symmetry is symmetry around a central axis.
Take a look at the coloured-in squares in the tile in the photograph above. Imagine a line coming out from the very centre of the tile to the coloured-in square (arrow number 1).
Imagine rotating that first coloured-in square around the tile to place number two, then to place number three, then place number four. It would match its position at each turn.
Notice how each gold section of the coloured-in square is always at the bottom as the squared rotate on the central point. Notice how the dark blue triangle is always on the left.
This is rotational symmetry.
Have a look at the shapes and colours in the tiles too. Can you see that certain colours repeat in order? Sometimes they repeat along a line, and sometimes they repeat within a shape. Perhaps you can include repeating patterns when you create your own tile?
How to create your own geometric tile art
Print off the geometric art grid from the NurtureStore Printables Library and get a pencil and ruler. We’ll begin by dividing our tile into shapes, and then we will colour it in.
Start by finding the centre of your square. Count the grid lines to find the middle one and draw a line across the very middle of your square. Mark both the vertical (up and down) line and the horizontal (across left to right) line.
What shapes can you see in your square now?
The draw in the diagonal lines, from corner to corner. Notice how they also pass through the very centre of the square.
What shapes can you see in your square now? How many triangles have you created? (Hint: it’s more than 8!)
Now you can begin to add extra lines on your tile to create your design.
Use your ruler to join points on your grid to make more shapes within your tile.
Think about the different squares, rectangles, and triangles you can make.
Keep your tile symmetrical and think about including repeating patterns.
You might like to join up the ends of your middle lines to create a smaller square within your tile. (see above)
And then add more parallel lines to fill your tile.
You could also use a drawing compass to create a circle, placing the point of the compass at the centre of your square.
It’s up to you how detailed you make your tile.
Once you have drawn out a design that you are pleased with, you can use coloured pencils to colour it in. You might like to use a scheme of blues and gold, inspired by the art in the mosques.
Use the ideas of symmetry when you colour in, placing colours within certain areas to give your design a balanced design.
You might like to make one half of your tile exactly match the other, using linear symmetry.
You might like to try and include an element of radial symmetry too.
Photographs from The Met are used with permission as they are in the public domain.
More Ramadan activities for children
How to download this grid printable
Get access to ALL my free printables by subscribing to my email list.
To download my free printables, you'll need to visit the NurtureStore Printables Library, which is available to all subscribers to my email list, and of course to NurtureStore Supporters.
Pop your email address in the form below and you’ll get access to all my free printables, lesson plans, activity ideas, weekly newsletter, and a whole lot more!
After subscribing, be sure to check for the confirmation email. After you confirm your email subscription, we'll send you a welcome email which includes instructions for downloading our free printables.
If you're already subscribed to our email newsletter: check your email for the latest edition of the newsletter where you’ll find a link to access our free printables library - the link is usually at the bottom of the email.
For help accessing our printables, click here.