Respuesta :

A is supplementary
because the two linear pairs equal 180 degrees also notice the two angles together form a straight line
B neither
When you add two angles together equals 91° so it’s neither supplementary nor complimentary
C) supplementary
The two linear pairs form a straight angle equalling 180°
D) complimentary angle
If you notice closely angle two and three have a small little square in the diagrams we know it is a right triangle which is 90 degrees
E) neither
When you add the two angles together it equals 170 so it it is not complimentary nor supplementary
F) complimentary
We know angle to is 90° therefore angle 1 and 3 will equal 90 degrees making angles 1 and 2 together complimentary
towl35

Answer:

1st things 1st...

Complimentary angles are either of 2 angles that sum to 90゚

Supplementary angles are either of 2 angles that sum to 180゚

Step-by-step explanation:

A. Angles 1 and 2 are supplementary angles; these 2 angles add up to 180゚

B. Angles 1 and 2 are neither complimentary angles nor supplementary angles as they add up to 91°

C. Angles 1 and 2 are supplementary angles so add up to 180゚

D. Angles 2 and 3 are complimentary angles they sum up to 90゚

E. 132゚+ 38゚ sum up to 170゚ so these angles are neither complimentary angles nor supplementary angles

F. A straight line is 180°. Since angle 2 = 90°, angles 1 and 3 also equal 90゚ Therefore, angles 1 and 3 are complimentary angles

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