How many cubes of side 2 cm can be fit into a cuboid box having length, breadth and height of 8cm, 12 cm and 10 cm respectively?

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Solution

Volume of a Cuboid box = lbh = $960 c m^{3}$

Volume of each cube = $a^{3}$ = $8 c m^{3}$

So, No. of cubes that fits into the box = $\frac{960}{8}$ =120

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How many cubes of side 2 cm can be fit into a cuboid box having length, breadth and height of 8cm, 12 cm and 10 cm respectively?

Volume of a Cuboid box = lbh = 960 cm3 Volume of each cube =a3 = 8 cm3 So, No. of cubes that fits into the box = 9608 =120

Volume of a Cuboid box = lbh = $960 c m^{3}$

Volume of each cube = $a^{3}$ = $8 c m^{3}$

So, No. of cubes that fits into the box = $\frac{960}{8}$ =120