Quadrilateral LMNO is a parallelogram LN is the diagonal
Show that triangle LMN =~ triangle NOL
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In ||gm LMNO
Two triangles
∆OLN and ∆LMN
OL = NM (property of ||gm, opp. sides are equal)
ON = LM (property of ||gm, opp. sides are equal)
LN = LN (Common)
∆OLN =~ ∆LMN (by SSS rule of congruency)
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