Kinematic Concepts - Detailed Help


Identify the following quantity as being either a scalar or a vector:

 
Definition of a Scalar:
A scalar is a quantity which is fully described by magnitude alone.
 
Definition of a Vector:
A vector is a quantity which is fully described by both a magnitude and a direction.

 
The distinction between a scalar and a vector quantity has to do with direction. Vectors are quantities which are conscious of direction; scalars are ignorant of direction. When expressing a scalar quantity, all that is necessary to state is the numerical value (magnitude); a direction such as north, south, east, west, left, right, up or down would not be stated. When expressing a vector quantity, both the numerical value (magnitude) and the direction must be stated.

 

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