QUESTION IMAGE
Question
$\overline{ei}\perp\overline{eg},\angle gfh\cong\angle efi,\overline{ei}\cong\overline{gh}$, and $\overline{eg}\perp\overline{gh}$. complete the proof that $\triangle efi\cong\triangle gfh$.
Brief Explanations
- The first statement is given directly in the problem.
- The second statement about congruent angles is also provided as a given.
- The third statement regarding congruent segments is a given condition.
- The fourth statement about perpendicular segments is a given.
- Since both $\angle E$ and $\angle G$ are right angles (from perpendicular sides), all right angles are congruent.
- Using the ASA congruence criterion: $\angle E \cong \angle G$, $\overline{EI} \cong \overline{GH}$, and $\angle EFI \cong \angle GFH$.
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- Given
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- All right angles are congruent
- ASA Congruence Criterion