Final answer:
The postulate/theorem that can be used to prove that YXZ = YAZ is ASA (Angle-Side-Angle).
Step-by-step explanation:
The postulate/theorem that can be used to prove that YXZ = YAZ is ASA (Angle-Side-Angle).
To prove that YXZ = YAZ using ASA, we need to show that angle YXZ = angle YAZ, angle XYZ = angle YAZ, and side XY = side YA. If these conditions are satisfied, then we can conclude that YXZ = YAZ.
First, we know that angle XYZ = angle YAZ, which is given. Then, we can use the fact that angle YXZ = angle XYZ + angle XYX (interior angle sum of a triangle) = angle YAZ + angle XYX. Finally, we can use the fact that side XY = side YA, which is given. Therefore, we have proven that YXZ = YAZ using ASA.