Two distinct lines can intersect atmore than one point-two points-only one point-infinitely many points-

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Figures Formed When Parallels Cut

Two distinct ...

Question

Two distinct lines can intersect at

more than one point

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two points

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only one point

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infinitely many points

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Infinitely many lines can be drawn through two distinct points.

Column I	Column II
(a) How many lines can be drawn through one given point?	(p) One only
(b) How many lines can be drawn through two given points?	(q) Infinitely many
(c) How many end-points does a line $\overset{\leftrightarrow}{A B}$ have?	(r) Two only
(d) How many end-points does a line segment $A B$ have?	(s) None

Which of the following statements is false?

(a) Through a given point, only one staright line can be drawn.

(b) Through two given point, it is possible to draw one and only one straight line.

(d) A line segment can intersect only at one point.

(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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