Two solid spheres of same size of a certain metal are placed km contact with each other. Prove that the gravitational force acting between them KS directly proportional to the fourth poet LG the radius.
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Explanation:
The weights of the spheres may be assumed to be concentrated at their centres.
so, F= (2R) 2G[ 34 πR 3 ρ]×[ 34πR
3ρ] = 94 (Gπ
2 ρ
2 )R
4∴F∝R
4
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