G Given a spherical shell of radius at a potential(θ,φ) =V0,0≤θ < π/2=−V0, π/2< θ≤π.The potential obeys Laplace’s equation inside and outside the shell. DetermineV(r,θ) both inside and outside the shell. (When appropriate, recall Sec. 9,problem 1.) From your result, determine the normal component of the electric field on either side of the shell, E+, andE−, and from them the charge on theshellσ(θ) =?0(E+−E−).

answer:

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explanation:

One of the benefits of working with chlorinated polyvinyl chloride (CPVC) pipe is that it can be cut with a variety of different tools that don’t require any electricity or heat. However, different cutting methods are preferred over others, depending on the application.

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