Question

Find the number of cubes with edge 2 cm inscribed in the given cuboid.
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Answer 1

but where's the cuboid?i mean its not given without which we cannot answer sory tq

Answer 2

5 cubes of edge 2 cm are inscribed  in a cuboid

Step-by-step explanation:

assuming that

length of the cuboid = 5 cm

breadth of the cuboid = 4 cm

height of the cuboid = 2 cm

given edge of the cube = 2 cm

then ,

volume of cuboid = l×b×h

= 5×4×2

= 40 cm³

volume of cuboid = 40 cm³

now, volume of cube = (side)³

= (2)³

=8 cm³

number of cubes inscribed in the cuboid = $\frac{volume of cuboid}{volume of cube}$

number of cubes = $\frac{40}{8}$ = 5

number of cubes = 5 cubes

hence ,

5 cubes of edge 2 cm are inscribed  in a cuboid

#Learn more:

Find the maximum volume of a sphere that can be inscribed in a cube of edge length 14 cm.

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