Two conducting spheres S₁ and S₂, of radii R₁ and R₂, are placed in the vacuum at a very large distance x compared to R₁ and R₂. The isolated sphere S₁ has a charge of q₁ and the sphere S₂ is maintained at the potential V₂ with respect to infinity. Calculate the potential V₁(x) of the sphere S₁, the charge q2(x) of the sphere S₂ and the force F(x) between the spheres in function distance x. R₁ 91 V₂ R₂

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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Two conducting spheres S₁ and S₂, of radii R₁ and R₂, are placed in
the vacuum at a very large distance x compared to R₁ and R₂. The
isolated sphere S₁ has a charge of q₁ and the sphere S₂ is maintained
at the potential V₂ with respect to infinity. Calculate the potential
V₁(x) of the sphere S₁, the charge q2(x) of the sphere S₂ and the
force F(x) between the spheres in function distance x.
R₁
91
x >> R₁
V₂
R₂
2/21
Transcribed Image Text:Two conducting spheres S₁ and S₂, of radii R₁ and R₂, are placed in the vacuum at a very large distance x compared to R₁ and R₂. The isolated sphere S₁ has a charge of q₁ and the sphere S₂ is maintained at the potential V₂ with respect to infinity. Calculate the potential V₁(x) of the sphere S₁, the charge q2(x) of the sphere S₂ and the force F(x) between the spheres in function distance x. R₁ 91 x >> R₁ V₂ R₂ 2/21
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