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Let’s Learn!

Define faces, edges, and vertices.

Goal:

Goal:

Think About It!

Goal: Learn about faces, edges, and vertices

This box is cube-shaped because it is made up of squares. One way to describe a cube is by identifying how many faces it has. Faces are the flat surfaces of a shape. Most 3-D shapes have more than one face.

Cube with arrow pointing to one face

Imagine opening the box up. How many faces does a cube have? Let’s count!

Cube deconstructed to show 6 faces

Does the cube have 6 faces?

Edges are the lines that connect faces. Look at the rectangular prism below. All the white lines that outline the rectangular prism are edges.

Rectangular prism with arrow pointing to one edge

How many  Edges  do you see?

Just like on two-dimensional, or 2-D, shapes, vertices are the corners of 3-D shapes. Look at the dice below.

Dice

There are 4 vertices, or corners, on top of each die. (Die means one of a pair of dice.)

Dice with arrows pointing to 4 vertices

There are also 4 vertices on the bottom of each die. A cube has 4 vertices on the top and 4 vertices on the bottom. It has 8 vertices all together.

How many vertices or corners does a cube have on top?