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The image shows a question where you are required to match bearings given at the top (e.g., N 50° W, 40°, N 50° E, etc.) with the corresponding graphical representations below. Bearings are typically given in terms of angles relative to cardinal directions (North, East, South, West).

Let's break it down:

### Bearings List (Top):
1. N 50° W
2. 40°
3. N 50° E
4. S 50° W
5. 270°
6. 320°
7. S 40° W
8. 180°
9. 140°

### Matching these to the graphs:

- **N 50° W** means starting at North and rotating 50° towards West.
  - Corresponding graph: G.

- **40°** means the angle from the East towards North.
  - Corresponding graph: C.

- **N 50° E** means starting at North and rotating 50° towards East.
  - Corresponding graph: H.

- **S 50° W** means starting at South and rotating 50° towards West.
  - Corresponding graph: A.

- **270°** is equivalent to West.
  - Corresponding graph: F.

- **320°** means starting at North, rotating clockwise 320°, which ends at 40° West of North.
  - Corresponding graph: E.

- **S 40° W** means starting at South and rotating 40° towards West.
  - Corresponding graph: D.

- **180°** is directly South.
  - Corresponding graph: I.

- **140°** means starting at North, rotating clockwise 140°, which points to Southeast.
  - Corresponding graph: J.

### Final matching:

1. N 50° W → G
2. 40° → C
3. N 50° E → H
4. S 50° W → A
5. 270° → F
6. 320° → E
7. S 40° W → D
8. 180° → I
9. 140° → J

Would you like more detailed explanations about any of these bearings, or have any specific questions?

Here are 5 related questions you might explore:

1. How are bearings different from standard angles?
2. What is the difference between true bearings and magnetic bearings?
3. How do you calculate the back bearing of a given direction?
4. How would bearings change if measured counterclockwise?
5. Can bearings be negative, and how would they be interpreted?

**Tip**: When dealing with bearings, always remember that they are typically measured clockwise from the North.

The user is tasked with matching bearings given at the top (e.g., N 50° W, 40°, N 50° E) with the corresponding graphical representations of these directions on a compass.

This problem involves matching various bearings, such as N 50° W and 40°, with graphical compass representations. Learn how to convert between degrees and cardinal directions, essential for geometry and navigation, suitable for students in Grades 8-10.

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