SOLUTION: Given S is the Midpoint of segment QT and segment QR is parallel to segment TU Prove that Triangle QSR is congruent to Triangle TSU

Algebra ->  Geometry-proofs -> SOLUTION: Given S is the Midpoint of segment QT and segment QR is parallel to segment TU Prove that Triangle QSR is congruent to Triangle TSU       Log On


   



Question 548543: Given S is the Midpoint of segment QT and segment QR is parallel to segment TU Prove that Triangle QSR is congruent to Triangle TSU

Answer by KMST(5328) About Me  (Show Source):
You can put this solution on YOUR website!
There must be more to the problem than what you posted, because I made S the midpoint of QT and QR parallel to TU in the two drawings below
and the triangles are not congruent
Maybe you needed to say that QR is congruent with TU, or that R, S and U are colinear.