Question

Take 3 collinear point d,e,f. Try to draw a circle passing through these point if you are not able to draw a circle ,think reason

Answer 1

Answer:

we cannot draw a circle

Step-by-step explanation:

so there is a rule which says that the are of collinear points is 0 and there can be no circle possible with area =0

Answer 2

Let D, E, F be the collinear points. The perpendicular bisector of DE and EF drawn (i.e., line l and line m) do not intersect at a common point. ∴ There is no single common point (centre of circle) from which a circle can be drawn passing through points D, E and F. Hence, we cannot draw a circle passing through points D, E and F.