use the diagram to answer the questions below, classify the angle pairs as corresponding,
alternate interior, alternate exterior, or consecutive interior angles. then, name the
transversal that connects them.

Note:

A transversal cuts across two parallel lines to form different angles

The transversal line that connects is transversal p which cuts across lines r and s.

and are outside the two parallel lines, so, they are exterior angles which are located on opposite sides of transversal p.

Therefore:

are classified as alternate exterior angles

transversal p connects both angles.

are connected by transversal r.

are located on one side of the transversal inside the two parallel lines intercepted by the transversal. They are interior angles.

Therefore:

are classified as consecutive interior angles.

They are connected by transversal r.

are connected by transversal s. They lie on the same side of the transversal and are therefore corresponding to each other.

Therefore:

are classified as corresponding angles.

Transversal s connects both angles.

lie on opposite sides of transversal q that connects them. They are alternate angles that lie inside the two parallel lines.

Therefore:

are alternate interior angles.

Transversal q connects them.

Thus:

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alternate exterior and transversal P

consecutive interior angles and transversal R

corresponding and transversal S

alternate interior and transversal Q

answer4 to the second power is 16

and 4 to the third power is 64,

i think the answer would be c