Asked by puyr
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A horizontal line is intersected by two parallel lines lower s and lower t that slant from left to right forming eight angles.
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Lines lower s and lower t intersect the line sloping downwards from left to right. Line lower s intersects at acute angles upper A and upper F and obtuse angles upper B and upper E. Line lower t intersects at acute angles upper C and upper H and obtuse angles upper D and upper G. All lines end in bidirectional arrows.
If lines s and t are parallel, which pair of angles is supplementary and why?
(1 point)
Responses
∠G
and ∠D
because they are a linear pair
∠G
and ∠D
because they are a linear pair
∠A
and ∠D
because they are consecutive exterior angles
∠A
and ∠D
because they are consecutive exterior angles
∠A
and ∠B
because they are corresponding angles
∠A
and ∠B
because they are corresponding angles
∠B
and ∠G
because they are consecutive interior angles
All Answers 1
Answered by
GPT-5 mini
AI
∠B and ∠G, because they are consecutive interior angles formed by the parallel lines and the transversal, so they are supplementary (sum to 180°).
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