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To find the bearing of point Y from W, we need to measure the clockwise angle starting from the north (N) direction to the line WY.

### Analyzing the Diagram:
- There is a 126° angle between the north direction (N) and WX.
- There is a 116° angle between WX and WY.
- Bearings are measured clockwise from the north.

### Step-by-step Calculation:
1. Start at the north (N) direction and move clockwise to line WX. This is the angle of 126°.
2. Now, from WX to WY, we need to add the 116° angle. This gives us the total angle for the bearing.

   \[
   \text{Bearing of Y from W} = 126^\circ + 116^\circ = 242^\circ
   \]

Thus, the **bearing of Y from W is 242°**.

Would you like more details, or do you have any questions?

### Related Questions:
1. How is the concept of bearings applied in navigation?
2. What are the steps to measure a bearing on a map?
3. How do you calculate a back bearing, and what would it be in this case?
4. How are bearings and angles between lines related in geometry?
5. Can you calculate the bearing of Z from W?

**Tip**: Bearings are always measured clockwise from the north, and they are expressed as a three-digit number.

Learn how to calculate the bearing of point Y from W using the sum of angles. This geometry problem involves adding 126° and 116° to find the total bearing of 242°. Suitable for middle school students in Grades 6-8.

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