In the given figure, LM||PQ and QL||MN. Prove that RL×RL = RN×RP
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In ∆RLM and ∆RPQ. LM=PQ(given). R=R(common). angle RLM= angleRPQ(corrseponding) so ∆RLM~ ∆RPQ RL/RP=LM/PQ=RM/RQ
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