1. Consider a solid sphere of radius a made of an insulating material, with a uniform charge density and total charge q. magnitnde E) for (a) Using Gauss's law, calculate the electric field magnitude E(r), or the strength of the field of the sphere, as a function of distance from the center, for regions outside the sphere (r > a). LDrew o the atro „Calculate the charge density p of the sphere (or, the charge per unit volume). (b)
1. Consider a solid sphere of radius a made of an insulating material, with a uniform charge density and total charge q. magnitnde E) for (a) Using Gauss's law, calculate the electric field magnitude E(r), or the strength of the field of the sphere, as a function of distance from the center, for regions outside the sphere (r > a). LDrew o the atro „Calculate the charge density p of the sphere (or, the charge per unit volume). (b)
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Consider a solid sphere of radius a made of an insulating material, with a uniform
charge density and total charge g. gnitnde to
Dart h for
(a) Using Gauss's law, calculate the electric field magnitude E(r), or the strength of
the field of the sphere, as a function of distance from the center, for regions outside
the sphere (r > a).
(6) Drw
a on the approprinte
Calculate the charge density p of the sphere (or, the charge per unit volume).
(b)"
Transcribed Image Text:1.
Consider a solid sphere of radius a made of an insulating material, with a uniform
charge density and total charge g. gnitnde to
Dart h for
(a) Using Gauss's law, calculate the electric field magnitude E(r), or the strength of
the field of the sphere, as a function of distance from the center, for regions outside
the sphere (r > a).
(6) Drw
a on the approprinte
Calculate the charge density p of the sphere (or, the charge per unit volume).
(b)
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