A cubical die has _______ faces, ______ vertices and _____ edges respectively.

Options

A. 6,8,12
B. 8,6,12
C. 6,12,8
D. 12,8,6

Answer

To solve the question about the properties of a cubical die, we need to determine the number of faces, vertices, and edges it has.

### Step-by-Step Solution:

1. **Identify the Faces of the Cube:**
A cube (or cubical die) has flat surfaces called faces. Each face of a cube is a square.
- **Count the Faces:** A cube has 6 faces.

**Hint:** Remember that a cube has equal square faces on all sides.

2. **Identify the Vertices of the Cube:**
Vertices are the points where the edges meet.
- **Count the Vertices:** A cube has 8 vertices (corners).

**Hint:** Visualize the corners of a box to help count the vertices.

3. **Identify the Edges of the Cube:**
Edges are the line segments where two faces meet.
- **Count the Edges:** A cube has 12 edges.

**Hint:** Consider that each face of the cube contributes edges, and remember that each edge is shared between two faces.

### Final Answer:
A cubical die has **6 faces, 8 vertices, and 12 edges** respectively.

### Summary:
- Faces: 6
- Vertices: 8
- Edges: 12