Question

if △efg=△hjk, match each term with its congruent pair. △fge h f hj eg △jkh j e ef hk possible points: 6.98

Explanation:

Step1: Recall congruent - triangle properties

When $\triangle EFG\cong\triangle HJK$, corresponding angles and sides are congruent.

Step2: Match corresponding angles

$\angle FGE$ corresponds to $\angle JKH$ because in congruent triangles, the order of vertices matters for correspondence.

Step3: Match corresponding vertices

$H$ corresponds to $E$ as they are the first - named vertices in the congruence statement $\triangle EFG\cong\triangle HJK$.

Step4: Match corresponding vertices

$F$ corresponds to $J$ as they are the second - named vertices.

Step5: Match corresponding sides

$HJ$ corresponds to $EF$ as they are the sides between the first and second - named vertices in each triangle.

Step6: Match corresponding sides

$EG$ corresponds to $HK$ as they are the sides between the first and third - named vertices in each triangle.

Answer:

$\triangle FGE$ - $\triangle JKH$
$H$ - $E$
$F$ - $J$
$HJ$ - $EF$
$EG$ - $HK$