The cuboid's length, width and height are cut by 1 / 2, and its volume is the original

The cuboid's length, width and height are cut by 1 / 2, and its volume is the original

The volume is 1 / 2 × 1 / 2 × 1 / 2 = 1 / 8 of the original

If the height of a cuboid is reduced by 2 cm to become a cube, the surface area will be reduced by 48 square cm, and the volume of the cube is () cubic cm
A. 216B. 96C. 288D. 72

The original cuboid bottom side length is: 48 △ 4 △ 2, = 12 △ 2, = 6 (CM), the cuboid volume is: 6 × 6 × 6 = 216 (cm3); answer: the cuboid volume is 216 cm3

If the height of a cuboid is cut off by 2 cm, its surface area will be reduced by 32 square cm. What's left is the cuboid. What's the volume of the cuboid?

The width of the reduced surface (the edge length of the remaining cube) is 32 ／ 4 ／ 2 = 4 (CM); the height of the original cuboid is 4 + 2 = 6 (CM); the volume of the original cuboid is 4 × 4 × 6, = 16 × 6, = 96 (cm3). A: the volume of the original cuboid is 96 cm3

A cuboid is made up of three cuboids whose edges are 2cm long. The surface area of the cuboid is () square centimeter? How many cubic centimeter is its volume?

The surface area of the cuboid is (32) square centimeter and the volume is 24 cubic centimeter