Question

what is axial vector?​

Answer 1

A vector that does not reverse its sign when the coordinate system is changed to a new system by a reflection in the origin (i.e. x′i = −xi).

An example of an axial vector is the vector product of two polar vectors, such as L = r × p, where L is the angular momentum of a particle, r is its position vector, and p is its momentum vector.

Answer 2

Explanation:

Axial vector is a vector which does not change its sign on changing the coordinate system to a new system by a reflection in the origin.

An example of an axial vector is the vector product of two polar vectors, such as A = x × m, where A is the angular momentum of a particle, x is its position vector, and m is its momentum vector.

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okay Navdeep

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