10 questions · timed · auto-graded
Explanation:
The given statement is false, as there is only one point common between two intersecting lines. So, two lines cannot intersect at two points.
Explanation:
The given statement is false, as it is not necessary that the two lines always intersect. In the case of parallel lines, the two lines never intersect or there is no common point between them.
Two lines are said to be coincident if they lie exactly on top of each other, which means that they have all the points in common. So the given statement is false.
The given statement is true as a unique line can be determined by minimum of two distinct points.
While denoting a ray, the first letter denotes the end point and the second one denotes the end which can be extended. So, for ray AB, A is the end point and B is the end which can be stretched while for ray BA, B is the end point and A the end which can be stretched. Therefore, ray AB is not the same as ray BA.
The given statement is false as infinite number of lines can pass through a given point.
Explanation:
A line segment is a part of line defined by two end points, so it is always of a definite length. Hence, the given statement is false.