a godown is in the form of a cube side 40 cm how many cubical boxes ca

1.	a godown is in the form of a cube side 40 cm how many cubical boxes can be stored in it? if the volume of one box is 8 metre cube?
Answer» Answer: 8000 Step-by-step explanation: Given-----> Godown is in the form of a cube of side 40Cm and volume of cubical BOX is 8 m³. To find -----> Nuumber of cubical boxes that can be stored in godown . Solution-----> ATQ, Side of cubical godown = 40 Cm Volume of cubical godown = Side³ = ( 40 )³ = 64000 Cm³ ATQ, Volume of ONE cubical box = 8 m³ Number of boxes that can be stored in godown = Volume of godown / Volume of one box = 64000 / 8 = 8000 Additional information-----> 1) Lateral surface area of cube = 4 ( side )² 2) Total surface area of cube = 6 side² 3) Volume of cuboid = l × b × h 4) Lateral surface area of cuboid = 2 ( l + b ) h 5) Total surface area of cuboid = 2 ( LB + bh + lh )

a godown is in the form of a cube side 40 cm how many cubical boxes can be stored in it? if the volume of one box is 8 metre cube?

Answer»

Answer:

8000

Step-by-step explanation:

Given-----> Godown is in the form of a cube of side 40Cm and volume of cubical BOX is 8 m³.

To find -----> Nuumber of cubical boxes that can be stored in godown .

Solution-----> ATQ,

Side of cubical godown = 40 Cm

Volume of cubical godown = Side³

= ( 40 )³

= 64000 Cm³

ATQ,

Volume of ONE cubical box = 8 m³

Number of boxes that can be stored in godown

= Volume of godown / Volume of one box

= 64000 / 8

= 8000

Additional information----->

1) Lateral surface area of cube = 4 ( side )²

2) Total surface area of cube = 6 side²

3) Volume of cuboid = l × b × h

4) Lateral surface area of cuboid

= 2 ( l + b ) h

5) Total surface area of cuboid

= 2 ( LB + bh + lh )

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