if vx = wz = 40 cm and m∠zvx = m∠xwz = 22°, can △vzx and △wxz be proven congruent by sas? why or why not…

if vx = wz = 40 cm and m∠zvx = m∠xwz = 22°, can △vzx and △wxz be proven congruent by sas? why or why not? yes, along with the given information, zx ≅ zx by the reflexive property. yes, the triangles are both obtuse. no, the sides of the triangles intersect. no, there is not enough information given.

if vx = wz = 40 cm and m∠zvx = m∠xwz = 22°, can △vzx and △wxz be proven congruent by sas? why or why not? yes, along with the given information, zx ≅ zx by the reflexive property. yes, the triangles are both obtuse. no, the sides of the triangles intersect. no, there is not enough information given.

Answer

Brief Explanations:

Para probar la congruencia por SAS (Lado - Ángulo - Lado), se necesitan dos lados y el ángulo comprendido entre ellos congruentes en dos triángulos. Aquí, se dan VX = WZ y ∠ZVX = ∠XWZ. Además, por la propiedad reflexiva, ZX es común a ambos triángulos (ZX ≅ ZX). Esto satisface el criterio SAS.

Answer:

Yes, along with the given information, $\overline{ZX}\cong\overline{ZX}$ by the reflexive property.