cyrusM3SO
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Siven: NMXZ
Prove: AXYZ- ANYM
N
X
N
M
We know that side NM is
✓to side XZ
If we consider side NY the transversal for these parallel
lines, we create angle pairs. Using the
, we can state that
ZYXZ is congruent to ZYNM. We know that angle XYZ
is congruent to angle
by the reflexive property.
Therefore, triangle XYZ is similar to triangle NYM by
the
similarity theorem.

Siven NMXZ Prove AXYZ ANYM N X N M We know that side NM is to side XZ If we consider side NY the transversal for these parallel lines we create angle pairs Usin class=

Respuesta :

Medunno13

We know that side NM is parallel to side XZ. If we consider side NY the transversal for these parallel lines, we create angle pairs. Using the corresponding angles theorem, we can state that [tex]\angle YXZ[/tex] is congruent to [tex]\angle YNM[/tex]. We know that angle XYZ is congruent to angle XYZ by the reflexive property. Therefore, triangle XYZ is similar to triangle to triangle NYM by the angle-angle similarity theorem.

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