Question

Find the volume of the cuboid whose dimensions are:
(i) length $=26m$, breadth $=14m$ and height $=6.5m$
(ii) length $=24m$, breadth$=25m$ and height $=6m$

Answer 1

Step 1: Finding the volume of cuboid

Given, length $\left(l\right)=26m$, breadth $\left(b\right)=14m$ and height$\left(h\right)=6.5m$

$V=26\times 14\times 6.5$

$\therefore V=2366m^3$

Hence, the volume is $2366m^3$
Step 2: Finding the volume of cuboid

length $\left(l\right)=24m$, breadth $\left(b\right)=25m$ and height $\left(h\right)=6m$.

$V=24\times 25\times 6$

$\therefore V=3600m^3$

Hence, the volume is $3600m^3$