Question

a triangle has angle measurements of 44°, 97°, and 39°. what kind of triangle is it? acute right obtuse

Explanation:

To determine the type of triangle, we analyze the angles:

• An acute triangle has all angles less than \(90^\circ\).
• A right triangle has one angle equal to \(90^\circ\).
• An obtuse triangle has one angle greater than \(90^\circ\).

The given angles are \(44^\circ\), \(97^\circ\), and \(39^\circ\). Since \(97^\circ>90^\circ\), the triangle has one obtuse angle.

Answer:

obtuse (The triangle is an obtuse triangle because it has one angle (\(97^\circ\)) greater than \(90^\circ\).)