in figure if ab parallel cd parallel ef , pq parallel rs ,angle rod=25 degree and angle cqp=60 degree then qrs =?
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Answer:
145°
Step-by-step explanation:
AB || CD || EF (Given)
PQ || RS (Given)
∠ RQD = 25° (Given)
∠ CQP = 60° (Given)
According to the figure -
∠ DQR = ∠ QRA = 25° ( Alternate interior angles)
∠ PQC = ∠ BRS = 60° ( Alternate exterior angles)
∠ QRA + ∠ ARS = ∠QRS
= ∠QRA + (180° – ∠BRS) [ Linear pair axioms]
= 25° + 180° - 60°
= 205° - 60°
= 145°
Therefore, the value of ∠QRS is 145°.
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