Name a pair of complementary angles

A- anglesign 1 and anglesign 4
B- anglesign 1 and anglesign 6
C- anglesign 3 and anglesign 4
D- anglesign 4 and anglesign 5
I think it's D

Does a drawing go with this? Complementary angles add to a right angle.

Actually, the correct answer is option C - anglesign 3 and anglesign 4. Complementary angles are two angles that add up to 90 degrees. In this case, anglesign 3 and anglesign 4 are complementary because they add up to 90 degrees.

To determine whether a pair of angles is complementary, we need to first understand what complementary angles are. Complementary angles are two angles that add up to 90 degrees.

Now let's analyze each option:

A - anglesign 1 and anglesign 4: We don't know the measures of these angles, so we cannot determine if they are complementary or not.

B - anglesign 1 and anglesign 6: Again, without knowing the measures of these angles, we cannot determine if they are complementary or not.

C - anglesign 3 and anglesign 4: Similar to the previous options, we need the measures of these angles to determine if they are complementary or not.

D - anglesign 4 and anglesign 5: Based on the question, we are given that anglesign 4 and anglesign 5 are the angles in question. Since we know these angles, we can proceed to check if they are complementary. If the sum of anglesign 4 and anglesign 5 is 90 degrees, then they are complementary.

So, to answer your question, we need to know the measures of anglesign 4 and anglesign 5 in order to determine if they are complementary.