Want this question answered?

Q: Which geometric term is best described as a straight path between two points?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

By the geometric definition of a line, it is represented by two points, and all points on the line are collinear, between or extrapolating to infinity from the straight line made by the two points. In other words, a line is straight, and can be represented by a binomial function (example: y=2x+1). A parabola is a function, but cannot be described mathematically as a line.

It could be a circle or a sphere

The metric of a geometric space is defined as the distance between two points.

An ellipse? The shape described is not an exactly describable geometric shape, (), and as far as I know there is no name for it.

line segment

Related questions

By the geometric definition of a line, it is represented by two points, and all points on the line are collinear, between or extrapolating to infinity from the straight line made by the two points. In other words, a line is straight, and can be represented by a binomial function (example: y=2x+1). A parabola is a function, but cannot be described mathematically as a line.

It is an collection of an infinite number of points.

No, they are not the only geometric objects.

It could be a circle or a sphere

The metric of a geometric space is defined as the distance between two points.

False, other geometric objects exist which can be defined as a parrticular locus of points, such as the parabola and the hyperbola.

line segment

An ellipse? The shape described is not an exactly describable geometric shape, (), and as far as I know there is no name for it.

Line segment.

2D line.

line segment

segment or line segment both can be uaed