Question

when two distinct lines intersect each other how many points are there intersection​

Answer 1

Answer:

one point

1 If two distinct lines intersect, they intersect in exactly one point. Proof Let the lines be k and l. It is given that the lines intersect. Therefore, there exists a point P that is on both lines.

Answer 2

When two distinct lines intersect each other, there is only one single point of intersection.

• When two or more lines intersect on a plane, they are referred to as intersecting lines. The crossing lines have a common point, which exists in all of them and is known as the point of intersection.
• The characteristics of intersecting lines -
• Intersecting lines always meet at a single point.
• The intersecting lines may intersect at any angle. This produced angle is usually larger than 0 degrees but less than 180 degrees.
• A pair of vertical angles are formed by two intersecting lines. The vertical angles are diametrically opposed angles that share a point.