SOLUTION: Given: Y is the midpoint of line segment VZ and line segment XW,
Prove: triangle VYW is congruent to triangle ZYX
Algebra.Com
Question 1121787: Given: Y is the midpoint of line segment VZ and line segment XW,
Prove: triangle VYW is congruent to triangle ZYX
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Angles VYW and ZYX are congruent because they are vertical angles formed by two intersecting lines. The corresponding sides adjacent to those two angles are congruent because Y is a midpoint of both segments. Triangles are congruent by SAS.
John
My calculator said it, I believe it, that settles it
RELATED QUESTIONS
Given: x is the midpoint of segment WY and segment VZ
Prove: Angle XWV is congruent to... (answered by ewatrrr)
B is the midpoint of line segment AD and line segment CE
prove: triangle ABC is... (answered by math_helper)
given: line segment WY bisects angle XWZ and angle ZYX
prove: triangle XWY is congruent... (answered by srcedwards)
How can I proof this? :
Given: X is the midpoint of line segment WY and line segment... (answered by vleith,Onmyoji.S)
Given S is the Midpoint of segment QT and segment QR is parallel to segment TU Prove that (answered by KMST)
Given: 0 is the midpoint of line segment MQ.
0 is the midpoint of line segment... (answered by richwmiller)
given Y is the midpoint of segment XZ, segment XV is congruent to segment ZW,segment XV... (answered by colliefan)
Given: P is the midpoint of line segment MR and line segment NQ. Prove that triangle MNR... (answered by DrBeeee)
Given: (answered by fractalier)