Prove that 2 distinct lines cant have more than 1 point in common
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suppose 2 lines have more than 1 point in common
practically its possible if the 2 lines coincide each other
suppose they have 2 common points
Practically if we see then if two lines coincide each other only then it is possible
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2 coincident touch each other it in finitely many points but two intersecting lines can intersect each other at only one.
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