Question

What kind of triangle is this?

43°
96°
41°

Answer 1

To classify a triangle based on its angles, we can look at the measures of the angles given:

- 43°
- 96°
- 41°

First, we can check if the sum of these angles equals 180°, which is a requirement for a valid triangle:

43° + 96° + 41° = 180°

Since the sum is 180°, we have a valid triangle.

Next, we can classify the triangle based on its angles:

- An **acute triangle** has all angles less than 90°.
- A **right triangle** has one angle equal to 90°.
- An **obtuse triangle** has one angle greater than 90°.

In this case, one of the angles is 96°, which is greater than 90°. Therefore, the triangle is classified as an **obtuse triangle**.