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Session 18 – 3D shapes

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Basic 3D shapes Discussion of Nets Isometric projection Faces, edges and vertices Ex30.1 on the board

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3D Symmetry Planes of symmetry Axis if rotational symmetry Ex 30.2 – 10 minutes

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Plans and elevations A plan view is to look down from above An elevation is to look at an object from the front, back or side In reality the drawings are usually done to scale and contain dimensions. (arrows labelling lengths)

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Surface area Consider every face of a 3D shape. These could be drawn as a 2D shape, which we could then find the area of (using our knowledge from a few weeks ago) Add up the area of each face for the total surface area. For example, a cuboid is made up of rectangles and squares

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Volume of a cuboid The volume of a cuboid is found by multiplying all the lengths. You could consider this as finding the area of one end, then multiplying by the length. Ex30.4 – 10 minutes

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Volume of a prism A prism is a 3D shape, which is continuous all the way through. Its volume is found by working out the area of the end face, and multiplying this by the length of the shape. Ex 30.5 Q1,2 and 3

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Surface area of a prism Total surface area of a prism is found by adding up the area of each face. For example, a triangular prism is made up of 2 identical triangular faces and 3 rectangular ones.

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Surface area of a cylinder h

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Ex30.6 15 minutes Foundation learners to go back over previous exercises for practice Higher learners have more 3D shapes to work with

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Cones and frustums

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Pyramids The formula for a pyramid is the same as for a cone. You must remember this link. The equations for cones are given but not for a pyramid V = 1/3 x base area x height

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Spheres

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Homework Use BKSB to revise topics Produce a revision page for the geometry ‘what you need to knows’ Including 2D shapes, 3D shapes and circles

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3D SHAPES. PYRAMID The pyramid has 5 faces. The pyramid has 5 vertices. The pyramid has 8 edges.

3D SHAPES. PYRAMID The pyramid has 5 faces. The pyramid has 5 vertices. The pyramid has 8 edges.

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