Question

Question:Use the image to answer the question.What additional information is needed in order to prove triangles $\triangle EFG$ and $\triangle HIJ$ are congruent by the SAS Congruence Theorem?(1 point)Given Information from the ImageThe image shows the following sides are already marked as congruent:$\overline{EF} \cong \overline{HI}$ (marked with a single tick mark)$\overline{FG} \cong \overline{IJ}$ (marked with double tick marks)Multiple Choice Options (Responses)( ) $\angle E \cong \angle I$( ) $\angle F \cong \angle I$( ) $\angle F \cong \angle H$( ) $\angle G \cong \angle I$

Answer 1

Answer: ∠F ≅ ∠I.

Reason: SAS requires the angle included between the two given congruent sides be congruent; EF and FG meet at F, and HI and IJ meet at I, so we need ∠F ≅ ∠I.