Question

In triangle LMN, the measure of

angle L is 32º. Angle M is a right
angle. What is the measure of
angle N in degrees

Answer 1

Answer: 58°

Step-by-step explanation:

In a triangle, the sum of the total angles is 180°. In this question, since angle L is 32° and angle M is a right angle. It should be noted that a right angle is 90°, therefore angle M is 90°.

Therefore, the measure of angle N will be:

Angle L + Angle M + Angle N = 180°

32° + 90° + N = 180°

122° + N = 180°

N = 180° - 122°

N = 58°

Therefore, angle N is 58°.