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EXPLAIN ME STEP BY STEP AND UR ENGLISH SHOULD BE LIKE KINDERGARTEN 

Let's break down the problem step by step in very simple terms.

We are trying to find the angles in a triangle. I can see some angles are given already, and we just need to calculate the missing one.

1. **Look at the Triangle:** 
   We know that in any triangle, all the angles inside must add up to **180°**. So we will use this information to help us find the missing angle.

2. **The Given Angles:**
   In the triangle, two angles are given:
   - One is **85°** (already written).
   - Another one is **95°** (also written).

3. **Add These Two Angles:**
   - \( 85° + 95° = 180° \).

4. **Check if any angle is missing:**
   You already wrote down that the sum of angles is **180°**. In this case, no angle is missing, and the calculation matches the triangle rule.

5. **Conclusion:** 
   The angles in the triangle seem to be already solved. The angles are **85°**, **95°**, and the third angle would automatically be calculated based on their sum, confirming that this is a solved triangle.

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Here are 5 questions to think about:
1. What should the sum of angles in a triangle always be?
2. What is the formula to find a missing angle in any triangle?
3. Why do angles in a triangle always add up to 180°?
4. If you have two angles in a triangle, how do you find the third one?
5. Can the angles in a triangle ever add up to more than 180°?

**Tip:** Always remember, the sum of all angles in a triangle must be exactly 180°.

Learn how to calculate the angles of a triangle using the Triangle Sum Theorem. This problem involves applying basic geometry principles where the sum of the internal angles of a triangle equals 180°. Suitable for students in Grades 6-8.

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