We use many mathematical quantities in Physics for explaining the concepts in a clear manner. Thus, a few examples of these are force, speed, velocity, and work. Moreover, we often …

A vector is described by both direction and magnitude. A person’s height is independent of direction because it is measured in inches and thus it is a scalar quantity.

Force is a vector quantity. It is given by → F = P → A where P is the pressure acting on an area (scalar quantity) and → A is the area vector of area upon which pressure is exerted Was this …

The vector counterpart to speed is velocity. B) Displacement is a vector quantity because it has both magnitude and direction. C) Mass is a scalar quantity. Simply put, it refers to how much …

A vector quantity, on the other hand, has both a magnitude and a direction. Therefore, it is at least two-dimensional. Adding, subtracting, or multiplying similar vectors is more complicated than …

No, force is a vector quantity, it is defined by its magnitude and direction. Common vector quantities are displacement, velocity, acceleration and force. Common scalar quantities are …

Current density is a vector quantity and is defined as the the current flowing per unit area of cross section flowing perpendicular to cross section.

Force has both direction and magnitude and obeys vector law of addition. Hence, it is a vector.

Sep 30, 2020 · Vector quantity: A physical quantity which possesses both magnitude and direction is called a vector quantity. Example: velocity, acceleration, force, weight, etc.

Displacement, velocity and acceleration all are vector quantities because both magnitude and direction is required to describe them. Distance is the length of actual path travelled, it has …