QuestionSection 2: Angles of Triangles HOMEWORK
1. Find each measure. $$\begin{array}{l} m \angle 1= \\ m \angle 2= \\ m \angle 3= \end{array}$$
3. Find each measure. $$\begin{array}{ll} m \angle 1= & m \angle 4= \\ m \angle 2= & m \angle 5= \\ m \angle 3= & \end{array}$$

Studdy Solution
Calculate the measure of each angle in the third triangle using the sum of angles in a triangle:
$$m \angle 1 + m \angle 2 + m \angle 3 = 180^\circ$$
Substitute the known values:
$$70^\circ + 55^\circ + 150^\circ = 275^\circ$$
Since the sum exceeds $180^\circ$, check for any errors in the problem statement or image description. If the angles are correct, the triangle cannot exist as described.
Since there are inconsistencies in the problem statement or image description, it is not possible to find valid measures for all angles as described. Please verify the given angles or provide additional information.