Cube Faces Edges and Vertices
Q1: Define Cube.
Answer:
A Cube is a three-dimensional figure whose each face is a square.
Q2: How many Faces are there in a Cube?
Answer:
In a cube there are six faces.
Q3: How many Edges are there in a Cube?
Answer:
There are 12 Edges in a Cube.
Q4: How many Vertices are there in a Cube?
Answer:
A cube has 8 vertices.
Q5: What are the Cube Formulas?
Answer:
The formula for cube is given below:
- Volume of cube = (side)3
- Total Surface Area of Cube = 6 ⨯ (side)2
- Lateral Surface Area of Cube = 4 ⨯ (side)2
- Diagonal of Cube = √3 ⨯ side
How many faces, edges, and vertices does a cube have?
Cube is a 3-Dimensional Figure in which all dimensions are equal. A cube has 6 Square faces as all the sides of a cube are equal. The boundary where the faces of the cube meet are called the cube edges. The point at which the cube edges meet is called the cube vertices. A cube has 12 Edges and 8 vertices. In this article, we will learn about cube edges faces vertices in detail with a brief introduction to cubes.
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