Which statement best describes the Electric Field?

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Multiple Choice

Which statement best describes the Electric Field?

Explanation:
Electric field is a vector field that assigns to every point in space a vector describing the force a small positive test charge would experience there, per unit charge. In other words, the force on a test charge q is F = qE, so E = F/q in the limit of a tiny charge. Because it has both magnitude and direction, it’s a vector quantity, pointing in the direction a positive test charge would accelerate. The magnitude falls off with distance from sources and depends on the arrangement of charges. The other statements describe different concepts: energy per unit charge would be electric potential (a scalar), not the field; the rate at which energy is transmitted by radiation relates to energy flux (not the field itself); and the propagation speed of electromagnetic waves is the speed of light, not the defining feature of the electric field at a point.

Electric field is a vector field that assigns to every point in space a vector describing the force a small positive test charge would experience there, per unit charge. In other words, the force on a test charge q is F = qE, so E = F/q in the limit of a tiny charge. Because it has both magnitude and direction, it’s a vector quantity, pointing in the direction a positive test charge would accelerate. The magnitude falls off with distance from sources and depends on the arrangement of charges. The other statements describe different concepts: energy per unit charge would be electric potential (a scalar), not the field; the rate at which energy is transmitted by radiation relates to energy flux (not the field itself); and the propagation speed of electromagnetic waves is the speed of light, not the defining feature of the electric field at a point.

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