Find height of cuboid whose volume is $3,600{cm}^3$ and base area is $600{cm}^2$.

The correct option is C $6$ cm

We have, volume of cuboid $=3600$ $c{m}^3$ and base area $=600$ $c{m}^2$

Volume of cuboid $=(l\times b)\times h$

$V=\left(areaofbase\right)\times h$

$\therefore h=\frac{V}{areaofbase}=\frac{3600}{600}=6$ cm