Question
Is this triangle scalene?
57°
44°
79°
57°
44°
79°
Answers
GPT-4o mini
To determine if a triangle is scalene, we first look at its angles. A triangle is classified as scalene if all its sides are of different lengths, which also implies that all its angles are different.
The angles given are:
- 57°
- 44°
- 79°
Since all three angles are different from one another, this triangle can indeed be classified as scalene.
Additionally, to confirm that these angles can form a valid triangle, we can check if their sum equals 180°:
\[ 57° + 44° + 79° = 180° \]
Since the sum is exactly 180°, these angles can form a valid triangle. Therefore, the triangle is scalene.
The angles given are:
- 57°
- 44°
- 79°
Since all three angles are different from one another, this triangle can indeed be classified as scalene.
Additionally, to confirm that these angles can form a valid triangle, we can check if their sum equals 180°:
\[ 57° + 44° + 79° = 180° \]
Since the sum is exactly 180°, these angles can form a valid triangle. Therefore, the triangle is scalene.