unit 6-12: visualising shapes starter eastbury mathematics department

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Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT E C S LEAR N IN G + CO M M UN ITY

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Page 1: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Unit 6-12: Visualising shapes

Starter

EASTBURY MATHEMATICS DEPARTMENT

E C S LEARNING + COMMUNITY

Page 2: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

The objective of this starter is:

• Visualise and sketch 2-D shapes in different orientations.

• Describe what happens and use the shapes to explain why.

Page 3: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Imagine a rectangular sheet of paper.

Cut along the diagonal to make two triangles.

Page 4: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Place the diagonals together in a different way.

What shape is formed?

Page 5: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

A kite

Page 6: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Imagine two equilateral triangles.

What shape is formed?

Place them together, edge to edge.

Page 7: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

A rhombus

Does it matter on what edge to place the equilateral triangle?No

Page 8: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Add a third equilateral triangle. What shape is formed?

An isosceles trapezium

Does it matter on what edge to place the third equilateral triangle? No

Page 9: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Add a fourth equilateral triangle?

A parallelogram

Does it matter on what edge to place the equilateral triangle?

What shape is formed?

Yes

What other shape can be formed?

Page 10: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Add a fourth equilateral triangle?

An equilateral triangle

What shape is formed?

Page 11: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

Imagine two congruent isosceles triangles.

Put sides of equal length together.

Describe the resulting shapes.

Page 12: Unit 6-12: Visualising shapes Starter EASTBURY MATHEMATICS DEPARTMENT

A kite A parallelogram

A rhombus