Question

problem 11: (first taught in lesson 33) select which shortcut can be used to prove that this pair of triangles are congruent. if no method applies, choose
one.\

Explanation:

Step1: Analyze given information

Only side - mark indications are visible.

Step2: Recall congruence postulates

SSS: All three sides equal. SAS: Two sides and included angle equal.

Step3: Determine sufficiency

Not enough data to apply any postulate.

Answer:

We need more information about the figure such as side - lengths and angle - measures to determine the congruence shortcut. Without that, we cannot give a definite answer. If we assume some common scenarios based on the visual (but this is not conclusive without proper information): If the two triangles share a side and we have two pairs of corresponding sides equal as indicated by the marks, it could be SSS (Side - Side - Side) or SAS (Side - Angle - Side) if the included angle is known to be equal. But as it stands, the answer is "none" as we don't have enough data.