In triangle jkl and triangle pqr line jk = pqr line kl equals qr angle k equal angle q then jkl must be congruent triangle pqr

Answer - TRUE

Based on the information given above, we can prove that triangle JKL is congruent to triangle PQR based on the SAS postulate. In other words, since two sides (JK and KL) and the included angle (K) of triangle JKR are congruent to two sides (PQ and QR) and the included angle (Q) of triangle PQR, then triangle JKL must be congruent to triangle PQR.

2+2-9-$29: ! 3$3$282! 2! 2