Definition: The acceleration vector components are determined by the electric field strength and particle mass: a = qE/m.

Example: The trajectory equation follows a parabolic path described by y$x$ = -(qE/2mv₀²)x².

Vocabulary: Primitive functions are used to determine velocity and position vectors from acceleration.

Highlight: Initial conditions are crucial for determining integration constants and complete motion equations.

Quote: "WAB(Fe) = q×UAB" - work done by electric force equals charge times potential difference.

Definition: A uniform electric field maintains the same direction, sense, and magnitude throughout space.

Example: A uniform electric field is created using a capacitor with two parallel plates, where the field is perpendicular to the plates and directed from positive to negative.

Vocabulary: UAB represents the potential difference between points A and B, measured in Volts (V).

Highlight: For a particle with charge q, the electric force Fe and field E are parallel if q>0, and antiparallel if q<0.

Quote: "Fe = qE = ma" - fundamental equation relating electric force to acceleration.