Folding Shapes A4 coloured paper can be folded to make many 2 D shapes with no measuring or cutting...

Folding Shapes

A4 coloured paper can be folded to make many 2 D shapes with no measuring or cutting

Follow the diagrams See if you can make the shapes Try these folds with A3 and A5

Kite Shape

What can you tell me about this special quadrilateral?

Look at the sides and angles . . . What about lines of symmetry? Will it tessellate? What shapes can you make with 1,

2, 3, or more of these kites?

Can you name this shape? What can you tell me about this

shape? Look at the sides and angles . . . What about lines of symmetry? Will it tessellate? What shapes can you make with 1, 2,

3, or more of these shapes? Compare it to the kite – how are they

the same, how are they different?

Name this shape What can you tell me about this special

triangle? Look at the sides and angles . . . What about lines of symmetry? Fold it in half and investigate the new

shape. Will it tessellate? What shapes can you make with 1, 2, 3,

or more of these shapes?

This is a very common shape What can you tell me about this

shape? Look at the sides and angles . . . What about lines of symmetry? Can you fold it in interesting ways? What shapes can you make with 1, 2,

3, or more of these shapes?(The ‘omino’ activities are so interesting

especially the ‘net of a cube’)

What is special about this shape?

What can you tell me about this shape?

Look at the sides and angles . . . Explain what ‘parallel’ means. What about lines of symmetry? Will it tessellate? What shapes can you make with 1, 2,

3, or more of these shapes?

This regular shape is a . . . What can you tell me about this shape? Look at the sides and angles . . . What about lines of symmetry? Will it tessellate? What shapes can you make with 1, 2, 3,

or more of these shapes?(Try different ways to make the net of a

triangular pyramid or tetrahedron Extension – try the net of an octahedron)

That was tricky . . .

Look at the sides and angles . . . What about lines of symmetry? Will it tessellate? What shapes can you make with 1,

2, 3, or more of these shapes?

That was easy . . .

Look at the sides and angles . . . What about lines of symmetry? Will it tessellate with other shapes? What shapes can you make with 1,

2, 3, or more of these shapes?

How many more shapes can make?

Try folding all the shapes in half joining some different shapes overlapping the shapes using larger paper A3 using smaller paper A5, A6 etc (Record your investigations and have

Folding Shapes A4 coloured paper can be folded to make many 2 D shapes with no measuring or cutting...

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= 5 = 2 = 4 = 3 How could I make 13 from these shapes? How could I make 19 from these shapes? STARTER.