Question

A godown is in the form of a cuboid of measures 60m × 40m × 30m. How many cuboidal boxes can be stored in it if the volume of one box is 0.8m^3

Answer 1

volume of godown = 60×40×30 = 72000 m³
volume of a box = 0.8 m³
so,
number of boxes = 72000/0.8 = 720000/8 = 90000 boxes

Answer 2

Answer:

number of boxes stored in the godown = n = 90,000

Step-by-step explanation:

Dimensions of the godown in the form of cuboid:

Length (l) = 60m

Breadth (b) = 40m

Height (h) = 30m

Volume of each small Cuboidal Box (V)= 0.8m³

Let number of boxes stored in the godown = n

$n = \frac{Volume \:of \: godown }{volume \:of \: a \:box}$

$\implies n = \frac{lbh}{V}$

$\implies n =\frac{60m\times 40m \times 30m }{0.8m^{3}}$

After cancellation, we get

$\implies n = \frac{72000}{0.8}$

$\implies n = 90000$

Therefore,

number of boxes stored in the godown = n = 90,000

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