Using Symmetry - Properties of 2D Shapes
The way to see lines of symmetry is to imagine folding the shape into two matching halves - just like when you make a paper airplane.

Using Symmetry - Properties of 2D Shapes

This Math quiz is called 'Using Symmetry - Properties of 2D Shapes' and it has been written by teachers to help you if you are studying the subject at elementary school. Playing educational quizzes is an enjoyable way to learn if you are in the 3rd, 4th or 5th grade - aged 8 to 11.

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This quiz deals with identifying and describing the properties of 2-D shapes, including the number of sides and line symmetry in a vertical line.

In elementary school children are taught to identify some of the properties of 2-dimensional shapes. They will begin to explore this for themselves, perhaps by folding a shape exactly in half - the fold line then shows one line of symmetry.

This quiz will help children to identify the property of symmetry in a variety of 2-dimensional shapes.

Can you recognize the lines of symmetry in these shapes?

Question 1
2
1
4
5
There is only one place this shape could be folded exactly in half – right down the middle
Question 2
2
4
0
4
The shape can’t be folded in half exactly at all
Question 3
2
4
6
8
This shape doesn’t have lines of symmetry from corner to corner like the square
Question 4
2
6
5
4
Try to picture where you could fold the shape exactly in half
Question 5
7
4
8
2
From corner to corner, through the middle vertically and horizontally
Question 6
2
6
4
3
From each point to its opposite straight side
Question 7
1
2
4
5
There is only one place where this shape could be folded exactly in half
Question 8
3
9
4
1
Only equilateral triangles have three lines of symmetry
Question 9
It doesn’t have any
It only has one
It has four
Its lines of symmetry go on for ever
Circles have infinite lines of symmetry – you can fold them exactly in half all the way around!
Question 10
1
3
4
2
The shape could be folded exactly in half from left to right or top to bottom
Author:  Angela Smith

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