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Slide 1

Volume of a Cylinder

Slide 2

The volume of a three-dimensional figure is the amount of space within it.

Measured in Units Cubed (e.g. cm3)

Slide 3

Volume of a Prism is calculated by

Volume = Area of cross section x perpendicular height

V = Ah

V = (4 x 4) x 4 = 64 m3

Slide 4

What is this?

It has 2 equal shapes at the base, but it is not a prism as it has rounded sides

It is a Cylinder

Slide 5

How might we find the Volume of a Cylinder?

Slide 6

Example

V = Ah

Slide 7

Find the volume of concrete used to make this pipe

Volume of Concrete = Volume of Big Cylinder – Volume of Small Cylinder (hole)

Slide 8

What shape is present here?

Slide 9

What 3D shapes can you see?

Slide 10

HOME WORK

Find the Volume of the Solid. To 1 decimal place

Slide 11

Homework/Challenge

Challenge Question

Slide 12

Volume of a Cylinder

How might we find the Volume of a Cylinder?

V = Ah

=

Slide 13

1cm – 10mm

1m – 100cm

1km – 1000m

Slide 14

Conversions of Units

1 cm2 = 10 mm x 10 mm =100 mm2

1 m2 = 100 cm x 100 cm = 10 000 cm2

1 m2 = 1000 mm x 1000 mm = 1 000 000 mm2

1 ha = 100 m x 100 m = 10 000 m2

1 km2 = 100 ha

Slide 15

1 cm3

= 1cm x 1cm x 1cm

= 10 mm × 10 mm × 10 mm

= 1000 mm3

1 m3

= 1m x 1m x 1m

= 100 cm × 100 cm × 100 cm

= 1 000 000 cm3

Go to page:

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- What is Volume?
- Volume of a Prism
- Volume of a Cylinder
- Pieces Missing
- Conversion of units
- What about when cubic units?
- Capacity
- Examples of Capacity
- How does Volume relate to Capacity?

- Geophysical Concepts, Applications and Limitations
- Newton's laws of motion
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- Newton’s Laws of Motion
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