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Consider a square with 5 points on each side (no point on vertices)
(i). How many straight lines can be drawn from these 20 points such that each line passes through exactly 2 of the given points?
(ii). How many triangle can be drawn from these 20 points as vertices?
(iii). How many quadrilateral can be drawn from these 20 points as vertices

(Q). Consider a square with 5 points on each side (no point on vertices)(i). How many straight lines can be drawn from these 20 points such that each line passes through exactly 2 of the given points?(ii). How many triangle can be drawn from these 20 points as...

Consider a set of 8 non-overlapping triangle in a plane such that no three points in the plane is collinear then
(i). if all the possible triangle are drawn taking vertices of these triangles such that not nore than 1 point is selected from a triangle then find the total number triangle hence drawn?

(Q). Consider a set of 8 non-overlapping triangle in a plane such that no three points in the plane is collinear then (i). if all the possible triangle are drawn taking vertices of these triangles such that not more than 1 point is selected from a triangle then find...