Question

What is the maximum and minimum number of points of intersection of three lines drawn in a
plane​

Answer 1

Answer:

We are to find the minimum and maximum number of points of intersection of three lines in a plane.

When the three lines are parallel to each other, then none of them will intersect and so there will be no point of intersection of these lines.

See the attached figure, lines 'l', 'm' and 'n' are parallel to each other.

When the three lines form a triangle, then there will be 3 points of intersection, which are the vertices of the triangle.

See the attached figure, Lines 'l', 'm' and 'n' intersect to form triangle ABC, where A, B and C are the vertices and the points of intersection.

Thus, the minimum number of point of intersection of three lines on a plane is zero and maximum number of point of intersection of three lines on a plane is three.

PLZ MARK AS BRIANLIEST AND THX FOR THE SUPERB QUESTION

Answer 2

Answer:

hope so it will helpful to you