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$$\overline{X Y} \| \overline{Z Q}$$

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Chapter 9

An Introduction to Geometry

Section 5

Congruent Triangles and Similar Triangles

X Y is parallel to Z Q. And because they're parallel, we can call this line of trans versatile, which makes some very special angles. So we already know that these two alternate interior are the same. These two alternate interior also the same or congruent on because two of the angles of the same the third angle haas to be the same. So these two are also congruent then Another thing we know is that both trying will share the same side length. And so we know that this is congruent, Um and then we can see that we have on angle aside and an angle which creates to congruent triangles.

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