Question

Drag and drop the angle pairs to correctly match their description.

Answer 1

<TUP and <PUQ : complementary angles
<TUS and <SUR: adjacent angles that are neither complementary nor supplementary
<SUR and <RUQ: supplementary angles
<SUR and <PUQ: vertical angles

Hope it helps

Answer 2

Answer:

Part 1) $<SUR\ and\ <PUQ$: vertical angles

Part 2) $<TUP\ and\ <PUQ$ : complementary angles

Part 3) $<SUR\ and\ <RUQ$ : supplementary angles

Part 4) $<TUS\ and\ <SUR$ : adjacent angles that are neither complementary nor supplementary

Step-by-step explanation:

Part 1) Vertical angles

we know that

Vertical Angles are the congruent angles opposite each other when two lines cross

In this problem  

$<SUR=<PUQ$ ------> by vertical angles

Part 2) Complementary angles

we know that

Two angles are complementary if their sum is equal to $90$ degrees

In this problem

$m<TUP+m<PUQ=90\°$ -----> by complementary angles

Part 3) Supplementary angles

we know that

Two angles are supplementary if their sum is equal to $180$ degrees

In this problem

$m<SUR+m<RUQ=180\°$ -----> by supplementary angles

Part 4) Adjacent angles that are neither complementary nor supplementary

we know that

Two angles are adjacent when they have a common side and a common vertex

In this problem

$<TUS\ and\ <SUR$ ------> adjacent angles that are neither complementary nor supplementary