Math  /  Geometry

Question1. ARGUMENTS Copy and complete the proof.
Given: LKNM,KJMJ\overline{L K} \cong \overline{N M}, \overline{K J} \cong \overline{M J} Prove: LJNJ\overline{L J} \cong \overline{N J} Proof:

Studdy Solution
Since LJKNJM\triangle LJK \cong \triangle NJM, the corresponding parts of congruent triangles are equal (CPCTC). Therefore, LJNJ \overline{LJ} \cong \overline{NJ}
Solution: We have successfully proved that LJNJ\overline{LJ} \cong \overline{NJ} using the SAS Congruence Theorem and CPCTC.

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