If number of line segments that can be drawn with x points such that no three are collinear is 36 . Then How many line segments can be drawn with √x points such that no three collinear is
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the answer will simply BE 6.
if we take under root on both side then under root of 36 will be 6 so obviously the number of lines such that no three are collinear will be equals to 6.
if we take under root on both side then under root of 36 will be 6 so obviously the number of lines such that no three are collinear will be equals to 6.
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