in figure P is the mid point on BX .MPL is perpendicular to BX and it meets BC at M and AB at L such that BM=BL. Prove that PM=PL.
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PM=PL
Step-by-step explanation:
BM = BL (Given)
angle BPM = angle BPL (BP parallel BX)
BP = BP (Common)
∆BPM is congruent ∆BPL (By RHS criteria)
So,
PM = PL (By CPCT)
*May it help you*
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