Lines $m$ and $n$ given in the figure intersect each other at $O$ . How many other lines can pass through this point of intersection $O$ ? Draw some of these.

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Solution

Infinite number of lines can pass through this point of intersection $O$ .

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Similar questions

(i) How many lines can be drawn to pass through a given point ?

(ii) How many lines can be drawn to pass through two given point ?

(iii) In how many points can the two lines at the most intersect ?

(iv) If A,B,C are three collinear points,name all the line segments determined by them.

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

(i) How many lines can pass through a given point?
(ii) In how many points can two distinct lines intersect at most?

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