Write (T) for True and (F) for false:
(ii) A Cube has 6 faces , 12 edges and 8 vertices.

Answer

To determine whether the statement "A Cube has 6 faces, 12 edges, and 8 vertices" is true or false, we will analyze each component of the cube step by step.

### Step 1: Count the Faces
A cube has six flat surfaces. These surfaces are:
1. Top face
2. Bottom face
3. Front face
4. Back face
5. Left face
6. Right face

**Total Faces = 6**

**Hint:** Remember that a cube is a three-dimensional shape with all sides being squares.

### Step 2: Count the Edges
An edge is where two faces meet. A cube has:
1. Four edges on the top face
2. Four edges on the bottom face
3. Four vertical edges connecting the top and bottom faces

**Total Edges = 4 (top) + 4 (bottom) + 4 (vertical) = 12**

**Hint:** Think of each corner of the cube connecting to the next corner to form an edge.

### Step 3: Count the Vertices
A vertex is a point where edges meet. A cube has:
1. One vertex at each corner of the cube
2. Since a cube has 8 corners, we have 8 vertices.

**Total Vertices = 8**

**Hint:** Visualize the corners of a box; each corner is a vertex.

### Conclusion
After analyzing:
- Faces: 6 (True)
- Edges: 12 (True)
- Vertices: 8 (True)

The statement "A Cube has 6 faces, 12 edges, and 8 vertices" is **True**.

### Final Answer
**(T)** for True.