Geometry angle rules chart with definitions and visual examples.

It looks like you've uploaded a table summarizing key angle rules in geometry, but there is no specific problem or question attached to it. The image itself is an educational reference chart explaining:

1. Angles on a straight line – sum to 180°
2. Angles at a point – sum to 360°
3. Complementary angles – sum to 90°
4. Supplementary angles – sum to 180°
5. Vertically opposite angles – are equal

Since no actual problem (like finding a missing angle) is presented, I can't solve a specific task.

However, if you're asking for help understanding how to use this chart to solve angle problems, here’s how you might apply these rules:

---

🔍 Example Problem Using These Rules:

> Two lines intersect, forming four angles. One of the angles is 50°. Find the other three angles.

#### Solution:
- Use vertically opposite angles: The angle opposite the 50° angle is also 50°.
- Use angles on a straight line: The adjacent angles must add up to 180°, so each adjacent angle = 180° − 50° = 130°.
- So, the four angles are: 50°, 130°, 50°, 130°

✔ This uses:
- Vertically opposite angles → equal
- Angles on a straight line → sum to 180°

---

🧠 Tips for Solving Angle Problems:

1. Look for straight lines → use 180° rule.
2. Look for intersecting lines → use vertically opposite angles.
3. Look for full circles → use 360°.
4. Check if two angles make 90° → complementary.
5. Check if two angles make 180° → supplementary.

---

If you have a specific problem or image with angles and unknowns, please upload it or describe it, and I’ll solve it step-by-step using these rules!