If (triangle)IGH is congruent to (triangle)KLJ, then <H is congruent to ___
I believe I got the answer. Is it J?
That's what I get.
If (triangle) IGH is congruent to (triangle) KLJ, it means that the two triangles have the same shape and size. In congruent triangles, corresponding angles are also congruent.
To find out the angle that is congruent to <H, you need to identify the corresponding angle in triangle KLJ. Corresponding angles are angles that are in the same position in each triangle.
One way to find the corresponding angle is by identifying the corresponding sides. In this case, you can start by comparing side IG in triangle IGH to side KJ in triangle KLJ. If these two sides are congruent, you can conclude that <H is congruent to <L, as the corresponding angles are always opposite to the corresponding sides.
However, if sides IG and KJ are not congruent, you need to continue comparing the other sides of the triangles until you find a pair of congruent sides. Once you find the congruent sides, the angle opposite the congruent sides in triangle KLJ will be congruent to angle <H in triangle IGH.
Keep in mind that there may be multiple possible pairings of congruent angles depending on the given information about the triangles.