a godown is in the form of a cube of side 400m. how many cubical boxes can be stored in it if the volume of one box is 8m³

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Solution

$Length of each side of the godown = s = 400 m volume of the godown = s^{3} = {(400)}^{3} = 64000000 m^{3} Now, volume of one box = 8 m^{3} Number of boxes that can be stored in godown = \frac{volume of godown}{volume of 1 box} = \frac{64000000}{8} = 8000000$

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a godown is in the form of a cube of side 400m. how many cubical boxes can be stored in it if the volume of one box is 8m3

Length of each side of the godown = s = 400 mvolume of the godown = s3 = 4003 = 64000000 m3Now, volume of one box = 8 m3Number of boxes that can be stored in godown = volume of godownvolume of 1 box = 640000008 = 8000000

a godown is in the form of a cube of side 400m. how many cubical boxes can be stored in it if the volume of one box is 8m³

$Length of each side of the godown = s = 400 m volume of the godown = s^{3} = {(400)}^{3} = 64000000 m^{3} Now, volume of one box = 8 m^{3} Number of boxes that can be stored in godown = \frac{volume of godown}{volume of 1 box} = \frac{64000000}{8} = 8000000$