1 Φ(x) = 1/ , θ', Φ' ©() = 1) α(x2 – a2) Φ(α, θ', φ') dΩ' (x2 + a 2ax coς γ)3/2 (2.19) 2 4π E 1 Φ(x) = 1/ , θ', Φ' ©()

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1 Φ(x) = 1/ , θ', Φ' ©() = 1) α(x2 – a2) Φ(α, θ', φ') dΩ' (x2 + a 2ax coς γ)3/2 (2.19) 2 4π E
1 Φ(x) = 1/ , θ', Φ' ©() = 1) α(x2 – a2) Φ(α, θ', φ') dΩ' (x2 + a 2ax coς γ)3/2 (2.19) 2 4π E
Bluse equation (2,198 to talculate the potential inside and outside a conducting sphere of radius a consisting of two hemispheres separated by athin insulating Strip, The hemispheres are kept at potential; - and o ZA V