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The question asks to calculate the **bearing of Y from X**, and the diagram provides an angle of \(106^\circ\) measured clockwise from the north at point X to the line pointing toward Y.

### Bearings Basics:
- Bearings are always measured clockwise from the **north direction**.
- Bearings are expressed as three-digit numbers (e.g., \(045^\circ\), \(106^\circ\)).

### Solution:
From the diagram:
- The angle from the north at X to the direction of Y is already given as \(106^\circ\).
- Hence, the **bearing of Y from X** is **\(106^\circ\)**.

If you have additional questions or want further details about bearings or angles, feel free to ask!

### Related Questions:
1. What is the bearing of X from Y in this scenario?
2. How are bearings used in navigation or mapping?
3. If another point Z lies directly east of X, what would its bearing be from X?
4. Can a bearing ever exceed \(360^\circ\)?
5. What is the difference between true bearings and magnetic bearings?

### Tip:
When solving bearing problems, always visualize or draw the north line and measure clockwise to avoid errors!

Calculate the bearing of Y from X, given that the angle measured clockwise from the north at point X to the line pointing toward Y is 106°.

Learn how to calculate the bearing of Y from X using a simple example. This problem involves bearings, angles, and clockwise measurement concepts, making it suitable for students in Grades 6-8.

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