Physics

Physics

Problem

A test particle is moving in circular orbit in the gravitational field produced by a mass density ρ(r)=Kr2\rho(r) = \frac{K}{r^2}. Identify the correct relation between the radius RR of the particle's orbit and its period TT: a. T/RT/R is a constant b. T2/R3T^2/R^3 is a constant c. T/R2T/R^2 is a constant d. TRTR is a constant

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