Take four distinct collinear points A,B,C and D in plane (page of your copy.)
Name the lines segments.

Take four distinct collinear points A,B,C and D in plane (page of your copy.) Find the number of lines that can be drawn passing through these points

Take four distinct point A,B ,C and D , out of which three points are collinear Name the line segments.

Take four distinct points, A,B,C and D no three of which are collinear. Name the line segments.

Take four distinct points, A,B,C and D no three of which are collinear. Find the number of lines that can be drawn passing through these points

Take three collinear point A ,\ B and C\ on a page of your note book. Join A B ,\ B C and C Adot is the figure a triangle? If not, why?

Take three collinear point A ,\ B and C\ on a page of your note book. Join A B ,\ B C and C Adot is the figure a triangle? If not, why?

Take four distinct point A,B ,C and D , out of which three points are collinear Find the number of lines that can be drawn passing through these points.

Take three non-collinear point A ,\ B and C on a page of your notebook. Join A B ,\ B C and C A , what figure do you get? Name the triangle. Also, name The side opposite to /_B The angle opposite to side \ A B The vertex opposite to side B C The side opposite to vertex Bdot

Take three non-collinear point A ,\ B and C on a page of your notebook. Join A B ,\ B C and C A , what figure do you get? Name the triangle. Also, name (a). The side opposite to /_B (b). The angle opposite to side \ A B (c). The vertex opposite to side B C (d). The side opposite to vertex Bdot

Let ngeq2 be integer. Take n distinct points on a circle and join each pair of points by a line segment. Color the line segment joining every pair of adjacent points by blue and the rest by red. If the number of red and blue line segments are equal, then the value of n is