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A homogeneous spherical heavenly body has a uniform and very narrow frictionless duct along its diameter. Let mass of the body be `M` and diameter be `D`. A point mass `m` moves smoothly inside the duct. Force exerted on this mass when it is at a distance `s` from the centre of the body is (numerically)A. `(GMm)/(s^(2))`B. `(piGMm)/((D//2)^(3))s`C. `(8GMms)/(D^(3))`D. `(GMm)/((R-s)^(2))` |
Answer» Correct Answer - C `M/(4/3pi(D/2)^(3))=(M_(s))/(4/3piS^(3)), F=-(GmM_(S))/(S^(2))` |
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