answersLogoWhite

0

Yes, unless specifically described as bounded.

User Avatar

Wiki User

13y ago

What else can I help you with?

Related Questions

What is three-dimensional and infinitely large?

Geometric space is three dimensional and infinitely large.


Is geometric space 2d an infinitely large?

In our real world, the space is 3D. It is currently unknown whether it is infinitely large.


Which of the following is three dimensional and infinitely?

geometric space


How many planes can pass through a point in space?

Infinitely many.


What figure represents a perpendicular intersection of two planes?

A perpendicular intersection of two planes is represented by a line that is orthogonal to both planes. This line acts as the common line of intersection where the two planes meet at a right angle (90 degrees). This geometric configuration is often visualized in three-dimensional space, where the planes can be thought of as sheets extending infinitely in their respective dimensions.


What are one-dimensional and infinitely large?

Lines in Euclidean space.


What is the meaning of geometric surface?

A geometric surface is a mathematical representation of a two-dimensional shape that extends infinitely in two directions. It can be defined by equations or parameters in space, and is often used in geometry, computer graphics, and engineering to model objects and analyze their properties. Geometric surfaces can include simple shapes like planes and spheres, as well as more complex forms like curves and manifolds.


The following is three dimentional and infinily large?

Geometric Space


Is two-dimensional and infinitely large Space A sphere A solid A plane?

It is a plane.


When three planes coincide the equations of the system are?

When three planes coincide, they represent a single plane in three-dimensional space. This situation occurs when the equations of the planes are dependent, meaning they can be expressed as scalar multiples of one another or as linear combinations that yield the same geometric plane. Mathematically, this leads to an infinite number of solutions, as any point on the plane satisfies all three equations simultaneously. In such cases, the system of equations is consistent and has infinitely many solutions.


Why the space is dark in spite of billions of stars?

Because the universe is neither infinitely large nor infinitely old. If you need more details, look up "Olbers' paradox".


Why is space is dark in spite of billions of stars?

Because the universe is neither infinitely large nor infinitely old. If you need more details, look up "Olbers' paradox".