Question

classify the angle pair \\( \angle glh \\) and \\( \angle klj \\).
nonadjacent and complementary
adjacent and complementary
nonadjacent and neither complementary nor
supplementary
a linear pair

Explanation:

Step1: Check if angles are adjacent

Adjacent angles share a common side and vertex. \( \angle GLH\) and \( \angle KLJ\) do not share a common side, so they are non - adjacent.

Step2: Check if angles are complementary or supplementary

Complementary angles sum to \(90^{\circ}\), supplementary to \(180^{\circ}\). \( \angle GLH = 60^{\circ}\), \( \angle KLJ=50^{\circ}\). \(60 + 50=110
eq90\) and \(110
eq180\)

Answer:

Nonadjacent and neither complementary nor supplementary