DESCRIBE THE CONGRUENCE TRANSFORMATION BETWEEN THE TWO TRIANLGES AS A SLIDE, A FLIP, OR A TURN. tHEN NAME THE CONGRUENT TRIANGLES.
hard to say, not having any triangles to compare ...
To determine the congruence transformation between two triangles, we need to compare corresponding sides and angles of the triangles. If the corresponding sides of the triangles have the same length and the corresponding angles have the same measure, then the triangles are congruent.
If the two triangles can be mapped onto each other by sliding one triangle along a straight line without rotation or flipping, then the congruence transformation is a slide or a translation.
If the two triangles can be mapped onto each other by reflecting one triangle across a line, then the congruence transformation is a flip or a reflection.
If the two triangles can be mapped onto each other by rotating one triangle around a point, then the congruence transformation is a turn or a rotation.
To name the congruent triangles, we usually use the corresponding vertices of the triangles. For example, if triangle ABC is congruent to triangle DEF, we can say that triangle ABC is congruent to triangle DEF by using corresponding vertices.