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Question
How many lines can be drawn using four distinct points in a plane, when
(i) all the points are collinear?
(ii) when no three of the four lines are collinear?
(i) all the points are collinear?
(ii) when no three of the four lines are collinear?
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Solution
(i) When the four points are collinear, only one line can be drawn through them.
(ii) When no three of the four lines are collinear, six lines can be drawn.
(i) When the four points are collinear, only one line can be drawn through them.
(ii) When no three of the four lines are collinear, six lines can be drawn.
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