Godown Volume Calculation

First, find the total volume of the godown, which is shaped like a cuboid. The volume of a cuboid is calculated by multiplying its length, width, and height.

Given dimensions:

• Length ($L$) = $60 \text{ m}$
• Width ($W$) = $40 \text{ m}$
• Height ($H$) = $30 \text{ m}$

The volume of the godown ($V_{godown}$) is:

$ V_{godown} = L \times W \times H $

$ V_{godown} = 60 \text{ m} \times 40 \text{ m} \times 30 \text{ m} $

$ V_{godown} = 72000 \text{ m}^3 $

Boxes Storage Calculation

Next, determine how many cuboidal boxes can fit inside the godown. This is found by dividing the total volume of the godown by the volume of a single box.

Volume of one box ($V_{box}$) = $0.8 \text{ m}^3$.

The number of boxes ($N$) that can be stored is:

$ N = \frac{V_{godown}}{V_{box}} $

$ N = \frac{72000 \text{ m}^3}{0.8 \text{ m}^3} $

$ N = \frac{720000}{8} $

$ N = 90000 $

Therefore, 90,000 boxes can be stored in the godown.