Question

use the sketch tool to mark the picture with the given information. then choose what postulate proves the triangles congruent. aas sss asa sas hl \\( \overline { q x } \cong \overline { s x }, \angle q \cong \angle s \\)

Explanation:

Step1: Vertical angles

Vertical angles are congruent. So, \(\angle QXP\cong\angle SXR\)

Step2: Congruent triangles

We have \(\overline{QX}\cong\overline{SX}\), \(\angle Q\cong\angle S\), and \(\angle QXP\cong\angle SXR\). By the ASA (Angle - Side - Angle) postulate, \(\triangle QXP\cong\triangle SXR\)

Answer:

ASA