Which postulate can be used to prove JLK and MKL are congruent if JK and LM are congruent and parallel.

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asked Mar 5, 2019 228k views

2 Answers

Invert · Answer 1 · 2019-03-09T11:24:14+0000

It will be SAS criterion rule
Since,
LM=JK. (Given)
Angel MLK=angle JKL (since LMparallel JK)
LK=LK(common side)
So triangle JKL congruent to triangle MKL

Which postulate can be used to prove JLK and MKL are congruent if JK and LM are congruent and parallel.

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