Lines $m$ and $n$ given in the figure intersect each other at $O$ . Can these lines have one more point of intersection? Why?

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Solution

No, lines $m$ and $n$ don't have one more point of intersection because two intersecting lines have only one point of intersection.

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Lines m and n given in the figure intersect each other at O. Can these lines have one more point of intersection? Why?

No, lines mand n don't have one more point of intersection because two intersecting lines have only one point of intersection.

Lines $m$ and $n$ given in the figure intersect each other at $O$ . Can these lines have one more point of intersection? Why?

No, lines $m$ and $n$ don't have one more point of intersection because two intersecting lines have only one point of intersection.