Given x is the midpoint of wy and vz . Prove xwv is congruent to xyz (Will give brainliest)

Step-by-step explanation:

if you're asking for the proof and reasoning thing

1. yw⊥xz, yw bisects xz ⇒ given

2. xw≅zw ⇒ w is a midpoint

3.∠ywx and ∠ywz are right angles, so ∠ywx≅∠ywz ⇒ definition of perpendicular bisector

4. yw≅yw ⇒ reflexive

5. Δwxy≅Δwzy ⇒ SAS

6. xy≅zy ⇒ CPCTC

step-by-step explanation:

b and c