Question

Sort the following in ascending order of their values.
Note: Smallest on the top.

• A. $1m^3$
• B. $10litres$
• C. $1000c{m}^3$
• D. $\frac{1}{10}{m}^3$

Answer 1

We know that,
$1m^3=1000litres,$

$So,\frac{1}{10}{m}^3=\frac{1}{10}\times 1000=100litres$

$Also,1000c{m}^3=1litre$

So, ascending order will be,
$1l<10l<100l<1000l$
Therefore,
$1000c{m}^3<10litres<\frac{1}{10}{m}^3<1m^3$