true
true
Line segments are portions of a line that have two endpoints, making them finite in length. Unlike lines, which extend infinitely in both directions, line segments can be measured and have a specific distance between their endpoints. They can be described using coordinates in a Cartesian plane, and their properties are fundamental in geometry, including concepts like distance, midpoint, and slope.
a line has to have at least 2 points.a plane has to have at least 3 points.______________It takes two points to define a unique line in Euclidean space. But every line and every line segment contains infinitely many points. The same is true for planes in Euclidean space. You need at least 3 points to define a unique plane, but every plane containes infinitely many points and infinitely many lines or line segments.
7
To determine which statements about lines are true, you would typically need to provide specific statements for evaluation. Generally, some true statements about lines include that they are straight paths that extend infinitely in both directions, have no thickness, and are defined by two points. Additionally, lines can be parallel, intersecting, or perpendicular based on their orientations in a plane.
False
A number line extends infinitely in both directions, proven with two small arrows on either end It is numbers... in a line!!!! :)
true
False, a line ray is basically a point with a line like so .____> just put the parts together and you have a ray. A line has no beginning and no end and would look like <---------->
The ideal line is a concept. A line that is drawn cannot be a mathematically true line since it will have a thickness - no matter how small. Also, it cannot be infinitely long - no matter how large.
it is a negative slope.
a line has to have at least 2 points.a plane has to have at least 3 points.______________It takes two points to define a unique line in Euclidean space. But every line and every line segment contains infinitely many points. The same is true for planes in Euclidean space. You need at least 3 points to define a unique plane, but every plane containes infinitely many points and infinitely many lines or line segments.
7
0
True
To determine which statements about lines are true, you would typically need to provide specific statements for evaluation. Generally, some true statements about lines include that they are straight paths that extend infinitely in both directions, have no thickness, and are defined by two points. Additionally, lines can be parallel, intersecting, or perpendicular based on their orientations in a plane.
It means that you can have infinitely many answers because it is true for all real numbers so it is always true.