tudent is trying to construct triangles using four different sets of angles, The angles in each set are giv below. Which set will form a triangle?

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It appears that the specific sets of angles you're referring to were not included in your message. To determine which set of angles can form a valid triangle, we need to ensure that:

1. **The sum of the angles is exactly 180 degrees.**
2. **Each individual angle is greater than 0 degrees.**

If you provide the four different sets of angles, I can help you identify which one satisfies these conditions and can therefore form a valid triangle.

**Example:**

Suppose you have the following sets of angles:

- **Set A:** 60°, 60°, 60°
- **Set B:** 90°, 45°, 45°
- **Set C:** 100°, 40°, 50°
- **Set D:** 120°, 30°, 40°

**Analysis:**

- **Set A:** 60 + 60 + 60 = 180° → Valid
- **Set B:** 90 + 45 + 45 = 180° → Valid
- **Set C:** 100 + 40 + 50 = 190° → **Invalid**
- **Set D:** 120 + 30 + 40 = 190° → **Invalid**

**Conclusion:** 
Sets A and B can form valid triangles, while Sets C and D cannot.

Please provide the specific sets of angles you're working with, and I'd be happy to assist you further!
To form a triangle, the sum of the angles must be exactly 180 degrees, and each angle must be greater than 0 degrees. Please provide the four sets of angles to determine which one can form a valid triangle.

tudent is trying to construct triangles using four different sets of angles, The angles in each set are giv below. Which set will form a triangle?

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