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ABllCDllEF andPQllRs LRQD=25 and LCQP=60 find LQRS |
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Answer» Here, Angle RQD = 25° so, angle ARQ = 25° . (Alt. INTERIOR angles) Angle CQP = 60° Angle QPE = 180° - 60° = 120° . (Sum of co-interior angles = 180°) Give, PQ||RS THEREFORE, Angle QPE = Angle ARS = 120° . (Same angles on a parallel line) Therefore, Angle QRS = Angle ARQ + Angle ARS = 25° + 120° = 145°
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