Find a counterexample for the conjecture. three coplanar lines always make a triangle

In words, 3 parallel lines, will never form a triangle

Base on your question that to find the counter example for the conjecture. Three coplanar lines always make a triangle? A coplanar lines are those those line often called as a parallel so if those three line are connect as a triangle, it would be possible because they will never meet.

Aand b is what i think

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