Cube 2 contains 64 cubes 1.
Given that,
A box was made in the form of a cube. If a second cubical box has inside dimensions four times those of the first box,
What is the Ratio?
The ratio can be defined as the proportion of the fraction of one quantity towards others. e.g.- water in milk.
Here,
Let the dimension of the former cube 1 be a.
And the dimension of the later cube 2 is 4a.
Now the,
Ratio = volume of cube 2 / volume of cube 1
Ratio = (4a)³ / a³
Ratio = 64 a³ / a³
Ratio = 64
Thus, cube 2 contains 64 cubes 1.
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