Charge density p Figure 2: (True,False) (a) The electric field inside the sphere is given by Ē = (7 – b) An insulating sphere of radius R has a spherical hole of radius a located within its volume and centered a distance b from the center of the sphere where a < b < R(a cross section of the sphere is shown in figure 2). The solid part of the sphere has a uniform volume charge density p: (b) The electric field inside the hole is constant and is given by : (F – 6) = (True, False) -デ+ E = Ësphere + E(-p) 3e0 3e0 3€0 - 2rb cos 0: (c) The electric field inside the sphere of radius R but outside the hole of radius a is not constant and is given by |7–6| = /r2 + b² -pa3 デー5 デ+ (True, False) - 6|3 E = Ësphere + Ē(-P) 3e0 3e0 F –

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter25: Gauss’s Law
Section: Chapter Questions
Problem 43PQ: The nonuniform charge density of a solid insulating sphere of radius R is given by = cr2 (r R),...
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Charge density p
Figure 2:
(True,False)
(a) The electric field inside the sphere is given by Ē = (7 – b)
An insulating sphere of radius R has a spherical hole of radius a located within its volume and centered a distance b from the center of the
sphere where a < b < R(a cross section of the sphere is shown in figure 2). The solid part of the sphere has a uniform volume charge density p:
(b) The electric field inside the hole is constant and is given by :
(F – 6) =
(True, False)
-デ+
E = Ësphere + E(-p)
3e0
3e0
3€0
- 2rb cos 0:
(c) The electric field inside the sphere of radius R but outside the hole of radius a is not constant and is given by |7–6| = /r2 + b²
-pa3 デー5
デ+
(True, False)
- 6|3
E = Ësphere + Ē(-P)
3e0
3e0 F –
Transcribed Image Text:Charge density p Figure 2: (True,False) (a) The electric field inside the sphere is given by Ē = (7 – b) An insulating sphere of radius R has a spherical hole of radius a located within its volume and centered a distance b from the center of the sphere where a < b < R(a cross section of the sphere is shown in figure 2). The solid part of the sphere has a uniform volume charge density p: (b) The electric field inside the hole is constant and is given by : (F – 6) = (True, False) -デ+ E = Ësphere + E(-p) 3e0 3e0 3€0 - 2rb cos 0: (c) The electric field inside the sphere of radius R but outside the hole of radius a is not constant and is given by |7–6| = /r2 + b² -pa3 デー5 デ+ (True, False) - 6|3 E = Ësphere + Ē(-P) 3e0 3e0 F –
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