Question

Heya Guys.

Define polar vectors ,axial vectors
null vector and parallel vectors .

Answer 1

Answer.

⚫Polar vector.

◾The vectors having a fixed point of application are known as polar vectors.

⚫Axial vectors.

◾The vectors arising out of rotational effect of other actors acting in a plane and whose plane is at right angles and along the axis of rotation are called axial vectors.

⚫Null vector.

◾A vector whose magnitude is zero and that has many arbitrary direction is known as a Null vector or Zero vector.

⚫Parallel vectors.

◾Two vectors are said to be parallel vectors when they are separated by a distance and other remain parallel or antiparallel with respect to their direction.

Answer 2

this is ur answer

Polar vector
In physics ,polar vector is a vector such as the various factor that reverse times when the co-ordinate axes are reversed. polar vectors are the type of vectors usually simply known as 'vector'. In contrast .the pseudovector do not reverse the bandi co-ordinate axes are reversed.

Axial vector
In physics and mathematics, a pseudo vector or axial vector is a quantity that transform like a vector under a proper rotation ,but in three dimension gains and additional sign flip under an improper rotation such as reflection.

Null vector
Null vector is a vector with as zero magnitude. vectors are the elements of vectors is having magnitude and direction. .....null vector is nothing but The Identity element of vector space .After completion of this article you able to : 1.

Parallel vector
I love Apple cider vectors which have same or parallel support .they can have equal or unequal magnitude and their direction maybe same opposite .two vectors are collinear if they have the same direction or are parallel or antiparallel.

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