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Volume of a Solid

6.4 Volume of a Solid
 
We will learn to determine the volume of a cube and a cuboid using a 1 cubic unit cube and the formula.
 
CUBE
\(\text{Volume of the cube}=4\times4\times4=64\text{ cm}^3\)

We find that the cube has 2 main features namely:

  • The sides are the same length.
  • Has 6 flat planes of the same size.
 
CUBOID
\(\text{Volume of the cuboid}=4\times3\times3=36\text{ cm}^3\)

We find that the cuboid has 5 main features namely:

  • Different side sizes
  • 3 planes of different sizes
  • 8 corners
  • 12 sides
  • Has space which is volume
 
The views expressed in the notes here are those of the contributor and don’t necessarily represent the views of pandai.

Volume of a Solid

6.4 Volume of a Solid
 
We will learn to determine the volume of a cube and a cuboid using a 1 cubic unit cube and the formula.
 
CUBE
\(\text{Volume of the cube}=4\times4\times4=64\text{ cm}^3\)

We find that the cube has 2 main features namely:

  • The sides are the same length.
  • Has 6 flat planes of the same size.
 
CUBOID
\(\text{Volume of the cuboid}=4\times3\times3=36\text{ cm}^3\)

We find that the cuboid has 5 main features namely:

  • Different side sizes
  • 3 planes of different sizes
  • 8 corners
  • 12 sides
  • Has space which is volume
 
The views expressed in the notes here are those of the contributor and don’t necessarily represent the views of pandai.
Chapter : Space
Topic : Determine the volume of cube and cuboid using 1 cubic unit cube and formula
Year 4 Mathematics
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