Which postulate can be used to prove that LMN and LPN are congruent? Given segment MN is congruent to PN and LM is congruent to
1 answer:
Remark
It is very handy to remember that a line is always equal to itself. In this case, LN = LN will come in very handy.
Givens
LM = PL Given
MN = NP Given
LN = LN Reflexive property. A line is always equal to itself.
These three sides are congruent in one triangle as they are in the second triangle. The triangles are congruent by SSS
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Step-by-step explanation:
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