Use the Triangle Angle Sum Theorem to find the measures of each angle for the triangle shown in the diagram.
(1 point)
42°, 44°, and 79°
46°, 50°, and 85°
50°, 54°, and 93°
46°, 49°, and 85°
To use the Triangle Angle Sum Theorem, we need to find the sum of the angles in each triangle.
In the first triangle with angles 42°, 44°, and 79°, the sum of the angles is 42° + 44° + 79° = 165°.
In the second triangle with angles 46°, 50°, and 85°, the sum of the angles is 46° + 50° + 85° = 181°.
In the third triangle with angles 50°, 54°, and 93°, the sum of the angles is 50° + 54° + 93° = 197°.
In the fourth triangle with angles 46°, 49°, and 85°, the sum of the angles is 46° + 49° + 85° = 180°.
Therefore, the correct answer is: 46°, 49°, and 85°