Which quantity is not a vector (i.e., is scalar)?

Study for the Praxis Physics Exam with interactive questions and detailed explanations to enhance your understanding of physics concepts. Prepare for your exam efficiently!

Multiple Choice

Which quantity is not a vector (i.e., is scalar)?

Explanation:
Vectors have both size and direction, while scalars have only size. Electric potential fits the scalar idea: at each point it assigns a single number—the potential energy per unit charge—without any direction. In contrast, the electric field has a direction and a magnitude, describing the force a unit positive test charge would feel at that point. Velocity is how fast and in which direction an object moves, and displacement is the overall change in position with a direction. All of these are vector quantities, so they require both magnitude and direction to specify them. There’s also a direct connection between potential and field: the electric field is the negative gradient of the potential, E = -∇V. That relationship shows how a scalar field (V) gives rise to a vector field (E).

Vectors have both size and direction, while scalars have only size. Electric potential fits the scalar idea: at each point it assigns a single number—the potential energy per unit charge—without any direction.

In contrast, the electric field has a direction and a magnitude, describing the force a unit positive test charge would feel at that point. Velocity is how fast and in which direction an object moves, and displacement is the overall change in position with a direction. All of these are vector quantities, so they require both magnitude and direction to specify them.

There’s also a direct connection between potential and field: the electric field is the negative gradient of the potential, E = -∇V. That relationship shows how a scalar field (V) gives rise to a vector field (E).

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