An insulating sphere of radius a has a non-umikorm volume charge density p = 4 where A is a constant and r is the spherical radial coordinate. This insulating sphere is surrounded by a concentric conducting spherical sbell of inner and outer radii b and e, respectively (b>a) as shown in the fgure. What are the induced surface charge densitios on the inner (o.r) and outer (auter) surfaces of the coducting shell? Select ane: 4 Aa dinner douter 62 An Aa Tinner outer= dinner = -4Aa, uter = 4 Au? Ab Ae inner outer Aa Aa dinner douter

An insulating sphere of radius a has a non-umikorm volume charge density p = 4 where A is a constant and r is the spherical radial coordinate. This insulating sphere is surrounded by a concentric conducting spherical sbell of inner and outer radii b and e, respectively (b>a) as shown in the fgure. What are the induced surface charge densitios on the inner (o.r) and outer (auter) surfaces of the coducting shell? Select ane: 4 Aa dinner douter 62 An Aa Tinner outer= dinner = -4Aa, uter = 4 Au? Ab Ae inner outer Aa Aa dinner douter

University Physics Volume 2

18th Edition

ISBN:9781938168161

Author:OpenStax

Publisher:OpenStax

Chapter6: Gauss's Law

Section: Chapter Questions

Problem 86AP: Two non-conducting spheres of radii R1 and R2 are uniformly charged with charge densities p1 and p2...

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Hello, I understand that to calculate the net charge in the shell, I need to integrate the equation from 4 cm to 6 cm with volume charge density times 2 * pi * r * dr. However, since the problem here provides me with a novel expression of p = b/r, I am a bit lost... Could you please tell me how I can solve such problem?
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