What is the value of m∠1 to be if ∠1 and ∠2 are complementary angles and m∠2=85° ?(1 poin
If ∠1 and ∠2 are complementary angles, it means that their measures add up to 90°.
Given that m∠2 = 85°, we can find the value of ∠1 by subtracting ∠2 from 90°:
90° - 85° = 5°
Therefore, the value of m∠1 is 5°.
Use the image to answer the question.
An illustration shows five points upper A, upper B, upper C, upper D, and upper E. Five rays from a common vertex at upper F connect the five points. The angles between them are labeled. The rays extend beyond the five points with an arrow on one side. The rays upper F upper A, upper F upper B, upper F upper C, upper F upper D, and upper F upper E extend through the points from upper F. The ray upper F upper A extends horizontally to the left of upper F. The ray upper F upper B extends vertically upward from upper F. The ray upper F upper C is inclined upward to the right of upper F. The ray upper F upper D extends horizontally to the right of upper F. The ray upper F upper E extends downward to the left of upper F. Angle upper A upper F upper B is marked with a right angle symbol and labeled 1. Angle upper B upper F upper C is labeled as 2. Angle upper C upper F upper D is labeled 3. Angle upper D upper F upper E is labeled 4. Angle upper E upper F upper A is labeled 5.
What two angles are complementary angles? List the smaller angle value first and the larger angle value second.
(1 point)
smaller ∠ and larger ∠
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From the given information, we can see that angle 1 is a right angle and angle 2 is labeled as complementary to angle 1.
Therefore, the two complementary angles are angle 1 (smaller angle) and angle 2 (larger angle).