Question
Take different parallelograms. Divide each of the parallelograms into two triangles by cutting along any of its diagonals. Are the triangles congruent?
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Answer
Here, $A B C D$ is the given parallelogram and each of the parallelogram is divided into two triangles by cutting along its diagonal $B D$ or $A C$. Thus, the triangles formed are congruent.
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