Net Of Cube
The net of any 3-D figure is the 2-D representation of that 3-D figure. For a cube, we have six equal faces in its nets and each of the following faces represents a square.
We know that a cube has six faces, and each face is a square. Thus, the area of one face with side “a”
Area = a2
Total Surface Area of Cube = 6a2
The net of the cube is given in the image below,
Surface Area of Cube
Surface area of cube is defined as the total area covered by all the faces of a cube. In geometry, a cube is a solid three-dimensional form of a square. A cube has six square faces, eight vertices, and twelve edges. A Rubik’s cube, sugar cubes, an ice cube, dice, etc., are some examples of cubes. Since the six faces of a cube are squares, the length, breadth, and height of a cube are equal. Thus, the surface area of the cube is six times the area of a square. Let’s learn more about the Surface Area of the Cube, its formula, and others in detail in this article.