if pq || st, angle PQR = 110° and angle RST = 130°. Find angle QRS
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Step-by-step explanation:
QRS= 120° is the answer
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Answer:
60 degrees
Step-by-step explanation:
Extend the line PQ to the right.
Now it becomes parallel to ST. Angle TSR + angle below it = 180 degrees as they are co interior angles.
Thus the angle below TSR is 50 degrees.
The point where PQ intersects RS is N for instance.
A triangle QRS is formed.
Angle QNR = 50 degrees as they are vertically opposite.
Angle NQR = 70 degrees as PQR and NQR form linear pair.
Thus angle QRS is 60 degrees [by angle sum property of triangle]
Mark me brainliest for this effort.
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