A uniform insulating sphere of radius a with charge Q1 = 0.8 nCis concentric with a = 11.0 cm conducting spherical shell ofinner radius b = 20.0 cm, outer radius c = 30.0 cm andcharge Q2 = 2.0 nC as shown in the figure.If the center of the sphere is chosen as the origin of thecoordinate system, find the potential differenceV (x = a/2 , y = 0 , z = 0) − V (x = 0 , y = (b + c)/2 , z = 0)in units of Volts.Take 14πε0= 9.0 × 109 Nm2/C2. submissIon1. A uniform insulating sphere of radius a with charge Q =0.8 nCis concentric with a = 11.0 cm conducting spherical shell ofinner radius b = 20.0 cm, outer radius c = 30.0 cm andcharge Q2 = 2.0 nC as shown in the figure.%3DIf the center of the sphere is chosen as the origin of thecoordinate system, find the potential differenceV(r = a/2,y= 0, z= 0) – V (x = 0,y= (b+c)/2, z = 0)%3Din units of Volts.(Take = /C )= 9.0 x 10° Nm2,4TEO

Given: In an insulating sphere, charge, Q1=0.8 nC radius, a=11.0 cm and In a conducting shell :…

Answered: 1. A uniform insulating sphere of…

University Physics Volume 2

18th Edition

ISBN:9781938168161

Author:OpenStax

Publisher:OpenStax

Chapter7: Electric Potential

Section: Chapter Questions

Problem 60P: A metallic sphere of radius 2.0 cm is charged with +5.0C charge, which spreads on the surface of the...

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A uniform insulating sphere of radius a with charge Q1 = 0.8 nC
is concentric with a = 11.0 cm conducting spherical shell of
inner radius b = 20.0 cm, outer radius c = 30.0 cm and
charge Q2 = 2.0 nC as shown in the figure.
If the center of the sphere is chosen as the origin of the
coordinate system, find the potential difference
V (x = a/2 , y = 0 , z = 0) − V (x = 0 , y = (b + c)/2 , z = 0)
in units of Volts.

Take 1
4πε0
= 9.0 × 109 Nm2/C
2
.

submissIon
1. A uniform insulating sphere of radius a with charge Q =0.8 nC
is concentric with a = 11.0 cm conducting spherical shell of
inner radius b = 20.0 cm, outer radius c = 30.0 cm and
charge Q2 = 2.0 nC as shown in the figure.
%3D
If the center of the sphere is chosen as the origin of the
coordinate system, find the potential difference
V(r = a/2,y= 0, z= 0) – V (x = 0,y= (b+c)/2, z = 0)
%3D
in units of Volts.
(Take = /C )
= 9.0 x 10° Nm2,
4TEO

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