Answer:
The Answer is C
Step-by-step explanation:
SAS Property - If two sides and one common angle to these two sides are equal to the two corresponding sides and one corresponding common angle of another triangle; then both the triangles are said to be congruent.
Example: From the attached figure:
AC = DE (given)
BC = FE (given)
∠ B = ∠ F (assume 50° each)
We can observe that:
Two sides AC & BC of △ ABC are equal to corresponding sides DE & FE of △ DFE.
∠ B (common angle to sides AC & BC) of △ ABC is equal to corresponding ∠ F (common angle to sides DE & FE) of △ DFE
Therefore, from the above two observations, SAS congruence rules apply and we can say △ ABC and △ DFE are congruent.
And the corresponding relationships are as:
A ↔ D
B ↔ F
C ↔ E