Question

8 multiple choice 1 point choose the statement that indicates that the pair of triangles are congruent: △jki≅△rts △jki≅△tsr △jki≅△str △jki≅△trs

Explanation:

Step1: Match corresponding vertices

In congruent triangles, corresponding vertices (and thus angles and sides) must match.
For \(\triangle JKI\), look at the markings (side - length markings and angle markings) and match them to the other triangle.
The angle at \(I\) (with the specific arc marking) corresponds to the angle at \(S\) in the second triangle. The side with three tick - marks in \(\triangle JKI\) is adjacent to \(I\), and in the second triangle, the side with three tick - marks is adjacent to \(S\).
The angle at \(J\) (with one arc) corresponds to the angle at \(T\) (with one arc) in the second triangle. The angle at \(K\) (with two arcs) corresponds to the angle at \(R\) (with two arcs) in the second triangle.

Step2: Write the congruence statement

When writing \(\triangle JKI\cong\triangle TSR\), we match \(J\) with \(T\), \(K\) with \(S\), and \(I\) with \(R\) based on the angle and side - length correspondences (from the markings).

Answer:

\(\triangle JKI\cong\triangle TSR\) (the second option)