What is the Angle between two equal Vectors?

By Mandeep Kumar|Updated : July 11th, 2022

The measure of the angle between two equal Vectors is zero radians because equal Vectors are always parallel. Two vectors having the same magnitude and same direction are called equal vectors.

Answer: The angle between two equal vectors is zero degree.

The equal vectors lie on the same line, are directed in the same direction, and have the same length. The point of origin of equal vectors can be the same or different. Two vectors can be compared by comparing their coordinates. For equal vectors, the coordinates of the vectors will be the same. Any two or more than two vectors that have the same magnitude but are not parallel are not considered equal vectors. Also, it is not necessary that all parallel vectors are equal vectors.

Summary:

What is the Angle between two equal Vectors?

The angle between two equal vectors is zero radians. Two equal vectors have equal coordinates, have the same length, lie on the same plane, and have the same direction.

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