Both cubes and cuboids have several faces, several edges, and several vertices

Hello! The cube has 6 equal faces, 12 edges of equal length, and 8 vertices.

The box has 6 faces, the area of the opposite faces is equal, there are 12 edges, divided into 3 groups of length, width, and height, each group is equal in length, and has 8 vertices.

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The cube has 6 faces, 12 edges, and 8 vertices. The box has 6 faces, 12 edges, and 8 vertices.

Each vertex of the cube connects three edges, each of equal length and the area of each face. Each set of opposite faces of a box is exactly the same, and the four opposite edges are of equal length. It can be divided into three groups according to length, and each vertex connects three edges.

Extended Materials. 1. The characteristics of the cube are as follows:

1. The cube has 8 vertices, and each vertex is connected to three edges.

2. The cube has 12 edges, and each edge is equal in length.

3. The cube has 6 faces, each of which has an equal area.

2. The characteristics of the cuboid are as follows:

1. The cuboid has 6 faces. Each set of opposite faces is identical.

The cuboid has 12 edges, and the opposite four edges are of equal length. According to the length, it can be divided into three groups, each group has 4 edges.

3. The box has 8 vertices. Each vertex connects three edges. The three edges are called the length, width, and height of the cuboid.

Encyclopedia - Cuboid.

Cube: There are 6 faces, 8 vertices, and 12 ribs.

Toy Rubik's Cube]: There are 8 corner blocks, 6 center blocks, and 12 edge blocks!

A cube has 8 vertices and 12 edges.

Numbers are vertices and letters are edges.

The cube has 8 vertices, 12 edges, and 6 faces.

The box has a total of 8 vertices, one for every three edges.

The cuboid has a total of 12 edges, of which each of the 4 edges parallel to each other forms a group, and the cuboid has three groups of 4 parallel edges. The 4 edges of the cuboid parallel to each other are of equal length. The two adjacent edges of the box are perpendicular to each other.

The box has a total of 6 faces, which are the same area relative to the two faces. Each two adjacent faces share an edge and two vertices.

1. The three edges that intersect at a vertex are called the length, width, and height of the cuboid respectively. In general, the longer edge in the bottom surface is called long, the shorter edge is called wide, and the edge perpendicular to the bottom surface is called high.

2. The plane polygon that encloses the closed geometry is called the polyhedral face. The box has 6 faces. Each of these faces is rectangular with 3 pairs of opposing faces. Opposite faces have the same shape and equal area.

3. The common edge of the two faces on the polyhedron is called the edge of the polyhedron. The box has 12 edges, of which there are 3 opposing edges, and each group of 4 opposite edges is parallel to each other and of equal length (it is possible that 8 edges are of equal length).

Features. 1. The cuboid has 6 faces. Each set of opposite faces is identical.

2) The cuboid has 12 edges, and the opposite four edges are of equal length. According to the length, it can be divided into three groups, and each group has 4 ridges of repentance.

3. The box has 8 vertices. Each vertex connects three edges. The three edges are called the length, width, and height of the cuboid.

4) The two adjacent edges of the box are perpendicular to each other.

The above internal defeat is a positive reference: Encyclopedia - Cuboid.

The box has a total of 12 edges, 8 vertices, and 6 faces.

1. The sum of the edges and lengths of the cuboid = (length + width + height) 4;

2. The surface area of the cuboid = (length and width + length and height + width and height) 2;

3. Cuboid volume = length, width and height, v=abh;

Cuboid (or cube) volume = base area height; Volume = cross-sectional area length.

The box has 6 faces, 12 edges, and 8 vertices.

A box can draw up to three rectangles.

The cuboid can draw up to 3 different rectangles, if the length, width and height of the cuboid are not the same, then you can draw three different rectangles, if the length, width and height of the cuboid are the same, then you can draw two different rectangles, if the length, width and height of the cuboid are the same (that is, the cube), you can draw a rectangle (square). The cuboid has 6 faces, each group of opposite faces is exactly the same, the box has 12 edges, the opposite four edges are equal in length, according to the length can be divided into three groups, each group has 4 edges, the box has 8 vertices, each top of the hail point is connected to three edges, the three edges are called the length, width, height of the box, and the two adjacent edges of the cuboid are perpendicular to each other.

Characteristics of the box:

1. The cuboid has 6 faces, and each group of opposite faces is exactly the same.

2. The cuboid has 12 edges, and the relative four edges are equal in length, and can be divided into three groups according to the length, each group has 4 edges.

3. The box has 8 vertices, and each vertex is connected with three edges, which are called the length, width and height of the box.

4) The two adjacent edges of the box are perpendicular to each other. <>

The box has 12 edges, 8 vertices, and 6 faces.

1. The edges of the cuboid.

The cuboid has a total of 12 edges, of which every 4 edges parallel to each other form a group, and the cuboid has three groups of 4 edges parallel to each other. The 4 edges of the cuboid parallel to each other are of equal length. The two adjacent edges of the box are perpendicular to each other.

2. The vertices of the box.

The box has a total of 8 vertices. There is a vertex for each of the three edges.

3. The face of the cuboid.

The box has a total of 6 faces, each with the same area. Each of the two adjacent faces has one edge and two vertices.