Divide a cube with a surface area of 30 square centimeter into two cuboids, and then put the two cuboids together into a large cuboid to find the surface of the large cuboid

Divide a cube with a surface area of 30 square centimeter into two cuboids, and then put the two cuboids together into a large cuboid to find the surface of the large cuboid


The cube is divided into two cuboids. The two cuboids should be exactly the same. After assembling a large cuboid, it actually adds one face of the original cube
30 △ 6 × 7 = 35 square centimeter



Two identical cuboids just form a cube, and the surface area of the cube is 30 square centimeters. If the two cuboids form a cuboid, the surface area of the large cuboid is 30 square centimeters______ Square centimeter


The larger surface area of the small cuboid is: 30 △ 6 = 5 (square centimeter), the smaller surface area is: 5 △ 2 = 2.5 (square centimeter), so the surface area of the combined cuboid is: 5 × 2 × 2 + 2.5 × 4 × 2-2.5 × 2, = 20 + 20-5, = 35 (square centimeter). A: the surface area of the combined cuboid is 35 square centimeter



The surface area of a cuboid is 30cm2. After it is evenly divided, it is exactly two equal cubes, and the surface area of each cube is () cm2
A. 15B. 18C. 13D. 50


The area of a surface of a cube is: 30 △ 10 = 3 (square centimeter); the surface area of each cube is: 3 × 6 = 18 (square centimeter); answer: the surface area of each cube is 18 square centimeter