SOLUTION: Given: Angle RBA is congruent to angle DAB; Angle D is congruent to angle R. Prove: triangle DBX is congruent to triangle RAX

Algebra ->  Geometry-proofs -> SOLUTION: Given: Angle RBA is congruent to angle DAB; Angle D is congruent to angle R. Prove: triangle DBX is congruent to triangle RAX      Log On


   

Question 173114: Given: Angle RBA is congruent to angle DAB; Angle D is congruent to angle R.
Prove: triangle DBX is congruent to triangle RAX
Answer by nycsub_teacher(90) About Me  (Show Source):
You can put this solution on YOUR website!
Are you sure this is not a typo?
You said that angle RBA is congruent to angle DAB but these angles are not found in the given triangles that must be proven.
Angle B is part of triangle DBX and angle D is not in triangle RAX.
This creates a problem because both triangles share an angle that belongs the other.
I will let you reply.
If it is not a typo, then say so.