Triangles and Pyramids Classification
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Triangles and Pyramids Classification
📐 Part 1: Triangle Classification
Triangle A: A triangle with all three sides equal
Triangle B: A triangle with two sides equal
Triangle C: A triangle with no sides equal
Equilateral Triangle (tapatoru rite):
Isosceles Triangle:
Scalene Triangle:
🔺 Part 2: Triangle Attributes
Words: sides (taha), angles (kokonga), vertices (tihi), three
All triangles have _______ sides (taha), _______ angles (kokonga), and _______ vertices (tihi). The point where two _______ meet is called a vertex.
🏔️ Part 3: Pyramid Classification
📊 Part 4: Pyramid Attributes
Square Pyramid:
Number of faces (mata): _______
Number of edges (paewhenua): _______
Number of vertices (tihi): _______
Shape of base: _______
Use these labels: face (mata), edge (paewhenua), vertex (tihi), base
🎯 Part 5: Shape Reasoning
This shape is a _____________ because it has _____________ equal sides.
A pyramid is different from a triangle because a pyramid is _____________ while a triangle is _____________.
The te reo Māori word for triangle is _____________.
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