The Solution:
The correct answer is Yes, they are congruent.
Given the two triangles in the picture on the Question section.
We are asked if triangle ABC is congruent to triangle DEF (Answer Yes or No with an explanation of your answer).
Step-by-step explanation:

By congruency theorem of Side-Angle-Side, it follows that:
![\Delta ABC\cong\Delta DEF]()
Therefore, the correct answer is Yes, both triangles are congruent.