Question

Suppose △jcd≅△may△jcd≅△may. which other congruency statements are correct? select each correct answer.

a. △cjd≅△amy△cjd≅△amy
b. △dcj≅△yam△dcj≅△yam
c. △djc≅△yam△djc≅△yam
d. △jdc≅△yma

Answer 1

Remember that congruent mean the length and the side of the shape is exactly identical. Based on that, i think the answers would be :

a. △cjd≅△amy△cjd≅△amy
b. △dcj≅△yam△dcj≅△yam

Hope this helps

Answer 2

The correct answers are:

a. △cjd≅△amy; and b. △dcj≅△yam

Step-by-step explanation:

If two triangles are congruent, this means that all corresponding angles of one triangle are congruent to corresponding angles of the second triangle, and all corresponding sides of one triangle are congruent to corresponding sides of the second triangle.

We are given the statement △jcd≅△may. This makes the corresponding angles j and m; c and a; and d and y.

This means that △cjd would need to be congruent to △amy, since the angles match up.

This also means that △dcj would need to be congruent to △yam, since the angles match up.