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Year 1 Shapes - 3D
Cubes, spheres, pyramids and cones are just a few of the 3-dimensional shapes we often see.

Year 1 Shapes - 3D

This quiz addresses the requirements of the National Curriculum KS1 Maths and Numeracy for children aged 5 and 6 in year 1. Specifically this quiz is aimed at the section dealing with recognising and naming common 3-D shapes.

Year 1 children will learn to recognise and name basic and common 3-D shapes such as cuboids, pyramids and spheres. They will use 3-dimensional shapes when building and be encouraged to recognise, spot and name these common shapes in the real world.

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Question 1
A cube is also a...
Square
Pyramid
Sphere
Cuboid
Cuboids have 6 faces and 12 edges
Question 2
This shape is a...
Pyramid
Cuboid
Cube
Sphere
The ball is completely round and is a sphere
Question 3
This is a _______ made up of _______.
Pyramid, cubes
Pyramid, oblongs
Triangle, circles
Pyramid, spheres
This pyramid is made from spheres stacked in layers
Question 4
This is a _______ made up of _____.
Triangle, squares
Tower, circles
Pyramid, spheres
Pyramid, cubes
The dice are cubes and are stacked up in a pyramid formation
Question 5
This is a ______ made up from _______.
Square, circles
Cuboid, spheres
Cuboid, pyramids
Square, spheres
This cuboid is made up entirely of spheres!
Question 6
There are lots of _______ and 1 _______ in this picture.
Spheres, pyramid
Circles, triangle
Spheres, cuboid
Spheres, triangle
There are several spheres but only one pyramid
Question 7
Why are balls used in sports usually spheres?
They look better
Their shape means they roll and bounce well
It's a popular shape
So they can be stored easily
A sphere rolls well and bounces evenly
Question 8
These are called sugar...
Spheres
Squares
Pyramids
Cubes
Sugar cubes stack well inside a box!
Question 9
This shape is a...
Square
Pyramid
Sphere
Cube
All its sides and faces are equal
Question 10
These boxes are all...
Squares
Cuboids
Spheres
Pyramids
Although they are different shapes and sizes, they are all cuboids
Author:  Angela Smith

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