SOLUTION: Given: trianle MGR is an isoceles triangle with vertex angle MGR
K is the midpoint of segment MR
Prove triangle MGK is congruent to triangle RGK
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-> SOLUTION: Given: trianle MGR is an isoceles triangle with vertex angle MGR
K is the midpoint of segment MR
Prove triangle MGK is congruent to triangle RGK
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Question 57180: Given: trianle MGR is an isoceles triangle with vertex angle MGR
K is the midpoint of segment MR
Prove triangle MGK is congruent to triangle RGK Answer by venugopalramana(3286) (Show Source):
You can put this solution on YOUR website! Given: trianle MGR is an isoceles triangle with vertex angle MGR
K is the midpoint of segment MR
Prove triangle MGK is congruent to triangle RGK
IN THE 2 TRIANGLES MGK AND RGK,WE HAVE
MK=KR.............K IS MID POINT OF MR...GIVEN
MG = GR ...............MGR IS ISOCELLES TRIANGLE..
GK = GK....
HENCE BY SSS THEOREM THE 2 TRIANGLES ARE CONGRUENT.
