what is the relationship between $\\angle m$ and $\\angle n$?\nchoose 1 answer:\na vertical angles\nb…

what is the relationship between $\\angle m$ and $\\angle n$?\nchoose 1 answer:\na vertical angles\nb complementary angles\nc supplementary angles\nd none of the above

what is the relationship between $\\angle m$ and $\\angle n$?\nchoose 1 answer:\na vertical angles\nb complementary angles\nc supplementary angles\nd none of the above

Answer

Explanation:

Step1: Recall definitions

Vertical angles: Opposite angles formed by two intersecting lines. Complementary angles: Sum to (90^{\circ}). Supplementary angles: Sum to (180^{\circ}).

Step2: Analyze (\angle m) and (\angle n)

From the figure, (\angle m+\angle n = 180^{\circ}) (they form a linear pair).

Answer:

C. Supplementary angles