Question

Questlon 5 Refer to the figure. HJ I JE. HII IE. HJ HI J H E Complete the explanation to show triangle EJH is congruent to triangle EIH. The two triangles given are _____triangles. The leg and hypotenuse of triangle EJH are congrue hypotenuse of triangle EIH. By the ______ Theorem the third side ma triangles are congruent by the____ Triangle Congruence Theorem.choice 1.acute,obtuse or right angleschoice 2.corresponding parts of congruent triangles, pythagorean,or side-angle-side triangle congruence.choice 3. side-side-side, side-angle-side,or angle-side-angle

Answer 1

Answer: choice 1 -Right Angle

Choice 2 -Pythagorean

Choice 3- Side-Side-Side

Step-by-step explanation:other guy is completely wrong lol

Answer 2

In the given figure, we have two triangles △EJH and △EIH

We are given the following information

`\begin{gathered} \bar{HJ}\perp\bar{JE} \\ \bar{HI}\perp\bar{IE} \\ \bar{HJ}\cong\bar{HI} \end{gathered}`

This means that these two triangles are "Right Triangles"

Therefore.

Choice 1 = right angles

When the hypotenuse and a leg of one right triangle are congruent to the hypotenuse and a leg of a second right triangle, then the triangles are congruent.

Therefore,

Choice 2 = side-angle-side triangle congruence

Choice 3 = side-angle-side