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Using Coulomb’s Law Coulomb’s law is a force law, and forces are vectors. It has been many chapters since we made much use of vectors and vector addition, but these mathematical techniques will be essential in our study of electricity and magnetism. There are two important observations regarding Coulomb’s law: 1. Coulomb’s law applies only to point charges. A point charge is an idealized material object with charge and mass but with no size or extension. For practical purposes, two charged objects can be modeled as point charges if they are much smaller than the separation between them. 2. Electric forces, like other forces, can be superimposed. If multiple charges 1, 2, 3, . . . are present, the net electric force on charge j due to all other charges is Fnet = F1 on j + F2 on j + F3 on j + . . . (25.4) where each of the Fi on j is given by Equation 25.2 or 25.3. These conditions are the basis of a strategy for using Coulomb’s law to solve electrostatic force problems.
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