SOLUTION: Two Column and flow proof. Given: <LQM is congruent to <QMP, <LQM is Congruent to <PQM. Prove: Triangle LQM is conrguent to triangle PMQ

Algebra.Com
Question 1065169: Two Column and flow proof. Given:

Answer by ikleyn(52803)   (Show Source): You can put this solution on YOUR website!

RELATED QUESTIONS

Given: Triangle JKM is congruent to Triangle JNM Prove: Triangle JKL is congruent to... (answered by richard1234)
given: RS is parallel to QT, RP is congruent to TP prove: triangle RSP is congruent to... (answered by greenestamps)
Write a two column proof. Given= <3 is congruent to <4 Prove <1 is congruent to <2 (answered by solver91311)
Write a two column proof. Given: line BD and line AC bisect each other. Prove:... (answered by richard1234)
Given: LM=MN Prove: LM is congruent to MN Write a direct proof in two column form and (answered by jim_thompson5910)
Write a two column proof : Given : triangle DGH is isosceles, segment DF is... (answered by drk)
Given: line PR is congruent to line DE, line PT is congruent to line DF angle R is... (answered by solver91311)
Given: 🔺ABC is isosceles AD _|_ BC Prove: (answered by greenestamps)
How do I write a two column proof of two triangles, trying to prove that they are... (answered by Edwin McCravy)