Te reo Māori terms
click each term to open in Te AkaLearning objective overview
Master Teaching Guide coverage for this objective.
Resources
- CorbettMaths on edges, faces, and verticesQuestions PDF · Answers
- CorbettMaths on netsQuestions PDF · Answers
- CorbettMaths on plan viewsQuestions PDF · Answers
- Beta: Skills in Ex 20.02, pg 393
- Beta: Skills in Ex 20.04, pg 400
Terminology
- nets
- plan view
- rectangular prism
- triangular prism
- pyramid
- 3d shape
- edge
- face
- vertex
Task goals
- Name a 3D solid (rectangular prism, triangular prism, or square-based pyramid) from a description of its faces, or state the number of faces, edges, or vertices it has.
- Identify which of a rectangular prism, triangular prism, or square-based pyramid matches a given number of faces or vertices.
- Draw a valid net for a rectangular prism, triangular prism, or square-based pyramid, including one labelled with given dimensions, and identify which faces in the net must be congruent.
- Explain what a net shows about a 3D shape, and identify or explain what is wrong with an incorrect attempted net.
- Identify a solid uniquely from its numbers of faces, edges, and vertices, including explaining why it cannot be a different named solid.
- Describe the plan view, front view, and side view of a rectangular prism or a square-based pyramid.
- Compare two 3D solids, giving one similarity and differences in their faces, edges, or vertices, and explain a related property such as why opposite faces of a rectangular prism are congruent.
- Design a net for a solid described only by its number of faces and edges, name the solid, and explain how the net can be checked as correct.
Teaching guidance
- Focusing on rectangular prisms, triangular prisms, and pyramids
Key skills
- 3D shapes
- Nets
- Plan views
- Faces edges vertices
- 2D 3D representations
- Plan side front views
- 3D representations
Quick stats
- 81 total questions
- 3 difficulty levels
- Answers included



