SOLUTION: X is the midpoint of WY, X is the midpoint of XZ, VZ ≈WY, Prove VX ≈ WX

Question 1168400: X is the midpoint of WY, X is the midpoint of XZ, VZ ≈WY, Prove VX ≈ WX
Answer by ikleyn(52778) (Show Source): You can put this solution on YOUR website!
.

Your post is not accurate.

X can not be the midpoint of XZ.

You need to re-compose your composition from the scratch, fixing all possible errors.

RELATED QUESTIONS
Given:X is the midpoint of WY Proven... (answered by stanbon)

Given: x is the midpoint of segment WY and segment VZ Prove: Angle XWV is congruent to... (answered by ewatrrr)

How can I proof this? : Given: X is the midpoint of line segment WY and line segment... (answered by vleith,Onmyoji.S)

If X is the midpoint of WY, WX=3x-1 and WY= 10x-26 find XY. How do I do... (answered by macston,josgarithmetic)

given: parallelogram wxyz with diagonals segment wy and segment xz prove: p is the... (answered by ikleyn)

Given WX is congruent to YX Z is the midpoint of WY Prove angle W is congruent to... (answered by fractalier)

Given: X is the midpoint of WY and VZ. Proven: VW=ZY what are the reasons and... (answered by Theo)

``Given WX is congruent to YX Z is the midpoint of WY Prove angle W is congruent to (answered by ikleyn)

Given: x is the midpoint of seg. WY (straight line in order of W,X,Y,Z. all seg.look... (answered by elima)