Prove that W= mgR^2/(R+h)^2
W=GMm/R2=GMm/(R+h)2=(GM/R2)⋅(R2/(R+h)2)⋅m=W=GMm/R^2=GMm/(R+h)^2=(GM/R^2)\cdot(R^2/(R+h)^2)\cdot m=W=GMm/R2=GMm/(R+h)2=(GM/R2)⋅(R2/(R+h)2)⋅m=
=g⋅(R2/(R+h)2)⋅m=g\cdot(R^2/(R+h)^2)\cdot m=g⋅(R2/(R+h)2)⋅m
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