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Any two non-coincidental lines occupy different spaces.

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13y ago

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Related Questions

What lines are not contained in the same plane?

skew


What kind of lines are not contained in the same plane?

skew


What are two lines that are not in the same place and do not intersect?

parallel lines


What is the definition of where two lines intersect?

the definition of intersecting lines is: two lines that meet and cross at the same at the same place


What are two lines that do not lie in the same place called?

Two lines that do not lie in the same place are called non-coplanar lines. This means that the lines do not intersect and are not parallel to each other in three-dimensional space.


Which describes lines that do not lie in the same plane?

Lines that do not lie in the same plane are referred to as skew lines. These lines are non-parallel and do not intersect, meaning they exist in different dimensions and cannot be contained within a single flat surface. Skew lines are often found in three-dimensional space, where their paths are completely separate from one another.


What is true about a skew line?

Answer is a skew lines do not lie in the same place


When two lines meet at the same place it's called?

An intersection


Are two skew lines always coplanar?

No, two skew lines are not coplanar. Skew lines are defined as lines that do not intersect and are not parallel, meaning they do not lie in the same plane. Since they cannot be contained within a single plane, they are always found in different spatial positions relative to each other.


What is a true statement about skew lines?

Answer is a skew lines do not lie in the same place


Do clothes hung at washing lines in different places dry up at the same time?

yes we have to hung clothes at wasing lines at different placesdry up at same time beacouse if we hung clothes at the same place they will not be dry.manahil


What are points that are contained on the same line or portion of a line?

Points that are contained on the same line or portion of a line are considered to be collinear.