Sphere : Ball :: ?

Options

A. Circle : Disc
B. Cube : Dice
C. Line : rope
D. Triangle : cone

Explanation

To solve the analogy question "Sphere : Ball :: ?," we need to identify the relationship between the first pair and apply it to find the second pair.

### Step-by-Step Solution:

1. **Identify the Relationship in the First Pair**:
- The first term is "Sphere," which is a three-dimensional geometric shape.
- The second term is "Ball," which is a common object that takes the shape of a sphere.

2. **Determine the Characteristics**:
- Both "Sphere" and "Ball" represent the same three-dimensional shape. A ball is essentially a physical representation of a sphere.

3. **Look for a Similar Relationship in the Options**:
- We need to find a pair where the first term is a three-dimensional shape, and the second term is a common object that represents that shape.

4. **Evaluate the Options**:
- Let’s consider the options:
- A. Disc : Circle (Both are 2D shapes)
- B. Cube : Dice (Both are 3D shapes)
- C. Line : Point (1D and 0D shapes)
- D. Triangle : Pyramid (2D and 3D shapes)
- The only option that maintains the same 3D relationship as "Sphere : Ball" is "Cube : Dice."

5. **Conclusion**:
- Therefore, the answer to the analogy is "Cube : Dice."

### Final Answer:
Sphere : Ball :: Cube : Dice