Determine the deformation of a spherical hollow sphere of inner and outer radius R₁ and R₂ respectively in its own gravitational field. The density of the material is p.
F=mg=ρVg=43πρ(R23−R13)g.F=mg=\rho Vg=\frac 43\pi \rho(R_2^3-R_1^3)g.F=mg=ρVg=34πρ(R23−R13)g.
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