Draw rough diagrams of two angles such that they have
Two points in common.

Answer

To solve the problem of drawing two angles that have two points in common, we can follow these steps:

### Step-by-Step Solution:

1. **Draw the First Angle:**
- Start by drawing a horizontal line. This will be one side of the angle.
- From one end of the line, draw another line at an angle to the horizontal line. This creates the first angle.
- Label the vertex of the angle as point O, and the ends of the lines as points A and B. So we have angle AOB.

2. **Draw the Second Angle:**
- From the same vertex point O, draw another line at a different angle to the horizontal line.
- Label the end of this new line as point C. Now we have angle BOC.
- Ensure that point B is on the horizontal line and is also part of the second angle.

3. **Identify Common Points:**
- In both angles AOB and BOC, the points O and B are common.
- Thus, the two angles share two points: point O (the vertex) and point B (on the horizontal line).

4. **Label the Angles:**
- Clearly label the angles as angle AOB and angle BOC to distinguish between them.

### Final Diagram:
- You should have a diagram where:
- Angle AOB is formed by lines OA and OB.
- Angle BOC is formed by lines OB and OC.
- Points O and B are the common points.