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A cuboid has a surface area of 360 square centimeters and can be cut into two identical cubes. The volume of each cube is ______ cubic centimeters.
360÷(4×2+2),
=360÷10,
=36(Cm2),
Since 6×6=36, that prism has a prismatic length of 6 cm,
The volume of the cube is:6×6×6=216(cubic centimeter),
A: The volume of each small cube is 216 cubic centimeters.
Therefore, the answer is:216.
360÷(4×2+2),
=360÷10,
=36(Cm2),
Since 6×6=36, that prism has a length of 6 cm,
The volume of the cube is:6×6×6=216(cubic centimeter),
A: The volume of each small cube is 216 cubic centimeters.
Therefore, the answer is:216.
The height of a cube increases by 3 cm, resulting in a new cube with a surface area of 360 square centimeters greater than the original cube When the height of a cube is increased by 3 cm, the surface area of the new cube is increased compared to that of the original cube 360 Square centimeters, the original square body surface area is () cubic centimeters.
When the height of a cube is increased by 3 cm, the surface area of the new cube is increased compared to that of the original cube
360 Square centimeters, the original square body surface area is (5400) cubic centimeters.
Square prism length 360÷3÷4=30cm
Square body surface area 30×30×6=5400 cm2
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