Question
Do you think that if any quantity has direction, necessarily be a vector? Give example in support of your answer.
Solution
No, direction is not the only condition for a quantity to be a vector. In addition, the vector axioms should be followed by the physical quantity.
For example, current possesses the direction even then it is a scalar because current does not follow the axiom vector addition.
For example, current possesses the direction even then it is a scalar because current does not follow the axiom vector addition.