Given two distinct points on a plane. Only _______line (s) can pass through them.

Options

A. one
B. two
C. three
D. four

Answer

To solve the question, we need to determine how many lines can pass through two distinct points on a plane.

### Step-by-Step Solution:

1. **Identify the Points**: Let's denote the two distinct points on the plane as Point A and Point B.

2. **Understanding Lines**: A line is defined by two distinct points. This means that if we have two points, we can draw a straight line that connects them.

3. **Drawing the Line**: When we draw a line that connects Point A and Point B, we can see that this line is unique. It is the only straight line that can be drawn through both points.

4. **Conclusion**: Since we can only draw one straight line that connects both Point A and Point B, we conclude that only one line can pass through the two distinct points.

### Final Answer:
Only **one line** can pass through two distinct points on a plane.

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