This is a Level 3 Geometry activity from the Figure It Out Series.
A PDF of the student activity is included.
Click on the image to enlarge it. Click again to close. Download PDF (161 KB)
identify three dimensional shapes.
rubber bands or string
FIO, Level 2-3, Geometry, Cutting Corner, page 24
model spheres, cylinders, and cones
“Solids of revolution” are created when a flat (two-dimensional) shape is rotated about an axis.
As the circle turns, its rotational image is a sphere, like the shape of a basketball or a planet.
The rotational image of a rectangle is a cylinder.
The rotational image of the triangle is a cone.
Students may wish to investigate the rotational images of other shapes, such as:
Some examples of solids of revolution are woodturning on a lathe and figure skating.
Activity One
1. A sphere
2. The list could include balls, marbles, soaps, parts
of buildings, poi, and oranges.
Activity Two
1. A cylinder
2. The list could include paper rolls, tins, jars,
poles, and tubes.
Activity Three
1. A cone
2. The list could include ice-cream cones, traffic
cones, and turrets.
Printed from https://nzmaths.co.nz/resource/cutting-corners at 7:47pm on the 26th April 2024