In the adjoining figure, L and M are points on the sides
PQ and PR respectively, of APQR such that LM | QR.
What special name would you give to the quadrilateral
LQRM?
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In ΔPLM and ΔPQR, As LM ∥ QR, Corresponding angles are equal ∠PLM = ∠PQR ∠PML = ∠PRQ ΔPLM ~ ΔPQR Also, by using basic proportionality theorem, we have: (ii) Since ΔLMN and ΔMNR have common vertex at M and their bases LN and NR are along the same straight linRead more on Sarthaks.com - https://www.sarthaks.com/155385/in-the-given-triangle-pqr-lm-is-parallel-to-qr-and-pm-mr-3-4
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