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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.
A cuboid with a surface area of 360 square centimeters could be cut into two identical cuboids. How many cubic centimeters was each cuboid? A cuboid with a surface area of 360 cm2 can be cut into exactly two identical cubes. What is the volume of each small cube? A cuboid with a surface area of 360 square centimeters can be cut into exactly two identical cubes. What is the volume of each small cube?
360÷(4×2+2),
=36÷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.
360÷(4×2+2),
=36÷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.
RELATED INFORMATIONS
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