LP=MQ OL=OM PL
QM I IM
Prove that
ül LLORE LMOQ
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Step-by-step explanation:
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Given :- LP = MQ , OL = OM , PL nd QM are perpendicular on LM respectively.
TP :- (i) OP = OQ
(ii) angle LOP = angle MOQ
Proof :-
In ∆ LOP nd ∆ MOQ
=> LP = MQ ( Given )
=> angle PLO = angle QMO
=> OL = OM ( Given )
By SAS congruency
∆ LOP is congruent to ∆ MOQ
By cpct
OP = OQ
OP = OQ angle LOP = angle MOQ
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