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Folding Symmetry Inspector

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About this activity

Explore symmetry by folding shapes.

Created by

Lebanon

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Folding Symmetry Inspector
 

Folding Symmetry InspectorOnline version

Explore symmetry by folding shapes.

by Hidden Author
1

Every irregular shape must have a line of symmetry.

2

A symmetrical shape can be folded along a line so that the two halves match exactly.

3

A circle can be folded along any diameter to create matching halves.

4

If the two sides do not match after folding, that fold is not a line of symmetry.

5

A square can also be folded along either diagonal to make matching halves.

6

If the two sides do not match after folding, that fold is not a line of symmetry.

7

A rectangle has a horizontal line of symmetry.

8

A non-square rectangle has diagonal lines of symmetry.

9

A standard symmetrical heart shape has a vertical line of symmetry.

10

A rectangle has a vertical line of symmetry.

11

An equilateral triangle can be folded along three different symmetry lines.

12

A circle has only two lines of symmetry.

13

A square can be folded vertically into two matching halves.

14

The fold line of a symmetrical shape can be called a line of symmetry.

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