Question

Is finite rotation of a vector.

Answer 1

a vector is something that is a member of a vectorspace. ... Describing a rotation as a vector, with the direction of the vectoralong the axis of rotation, and the magnitude of the vector as the angle, is known as the axis–angle representation.


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Answer 2

Answer:

No, Finite rotation of a body is not a vector.

Explanation:

Finite rotation of a body about an axis is not a vector because finite rotation does not satisfy the principles of vector additions.

Principle of vector addition-

The triangle rule of vector addition says that when two vectors are represented by two sides of a triangle having both magnitude and direction, then the  magnitude and direction of the resulting vector are represented by the third side of the triangle.