What are the types of parallel vectors?
What are the types of parallel vectors?
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1 Answer
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Two vectors which are parallel to each other, irrespective of direction, are called parallel vectors.
Types are given below
- Collinear vectors
- Parallel vectors
- Antiparallel vectors
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You can use the position vector to find the real displacement of a point from a reference point.
You can use the position vector to find the real displacement of a point from a reference point.
A vector with zero magnitude is considered a zero vector. Since it has no magnitude, its direction is considered arbitrary. This means the zero vector has no specific direction.
A vector with zero magnitude is considered a zero vector. Since it has no magnitude, its direction is considered arbitrary. This means the zero vector has no specific direction.
The Class 12 Three Dimensional Geometry covers several topics, one of them is type of vectors. Students can chek the below given bullet points for type of vectors;
Zero Vector: A vector with zero magnitude and no specific direction.
Unit Vector: A vector with a magnitude of 1, representing only direction.
Position Vector: A vector representing the position of a point in space from the origin.
Direction Vector: A vector indicating the direction of a line in space.
Collinear Vectors: All the vectors whch lies in one line, are called Non-Colinear Vectors
- Non-Collinear Vectors: All the vectors whch are not in one line, are called Non-Coline
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