0
What else can I help you with?
What is describes lines that meet at right angles?
They meet perpendicularly. Perpendicular lines meet at a 90 degrees angle.
Lines that meet at 90 angle are?
Perpendicular Lines
What are the lines called when plates meet?
Fault lines
What are perpendicula lines?
Perpendicular lines are lines that meet to form a right angle.
Is it possible for two skew lines to be perpendicular?
perpendicular lines are lines that MEET at right angles (90 degrees). Skew lines are lines that dont meet at all. Even though the gradients of two skew lines can multiply to be -1 (a property of perpendicular lines) They will not really be perpendicular as they don't accually meet. This can occur when the lines are in different planes.
Which lines does not meet together?
The lines that do not meet together are called non-intersecting or parallel lines. These lines remain equidistant from each other and never cross at any point, regardless of how far they are extended. In a two-dimensional space, only straight lines can be classified as parallel.
What do you call intersecting lines that meet?
you call intersecting lines that meet, just intersecting lines yolanda
What are lines that fail to meet?
Lines that fail to meet must be Parallel Lines. Parallel lines are lines which go in exactly the same direction. A bit like and equals sign. (=) the lines aren't supposed to meet, and they could go on forever, but still would never meet. An example of this would be train tracks. If the tracks were to come any closer or further apart, the train would not move on the tracks.
How would you describe 2 lines that will never meet?
Two lines that will never meet are known as parallel lines. They maintain a constant distance from each other and exist in the same plane, never intersecting regardless of how far they are extended. This concept is fundamental in Euclidean geometry, illustrating the idea that certain relationships can exist without convergence.
What are parellel and perpendicular lines?
Parralell lines are lines that run together and will never meet. For example: __________ __________ Perpendicular lines are lines that run at a 90 degree angle to each other. For example: ____ | |
Why Don't Parallel Lines Ever Meet?
Because they never move closer to each other; they are always the exact same distance apart. They don't meet by definition. If the lines in question ever met you would have to come up with a new word to describe them. Basically, the word parallel is an agreement between everybody practicing Euclidian geometry. We agree to call two lines parallel if they meet the following two criteria: 1. A plane exists on which both lines can exist 2. They never meet If only #1 is met the lines are called "coplanar" (actually it can be shown that any two lines that do meet must be coplanar) If only #2 is met the lines are called "skew"
Do parallel lines meet in geometry?
In reality they would never meet. But mathematically speaking, they would meet at infinity. Infinity is only a relative term.
Two lines that never intersect?
The answer would be parallel lines these lines never meet or cross each other.
Define perpendicular lines and describe the type of angle formed by perpendicular lines or line segments?
The definition of perpendicular lines also defines the angles -- perpendicular lines are two lines (or line segments) that meet at a 90 degree angle.
How do you determine which lines are parallel and where the transversal is?
The transversal line cuts through the parallel lines that are equal distance apart and never meet together.
Do parallel lines meet at a 30 dregrese angle?
Lines that meet are not parallel, and parallel lines never meet.
What are the differences between parallel lines perpendicular lines and intersecting lines?
Parallel lines are lines that run in the same direction and never meet, regardless of how far they are extended. Perpendicular lines intersect at a right angle (90 degrees), forming a distinct "L" shape. In contrast, intersecting lines cross each other at any angle that is not necessarily right, creating one or more points of intersection. Together, these concepts describe different relationships between lines in geometry.
