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Consider a hypothetical planet which is very long and cylinderical. The density of the planet is `rho`, its radius is `R`. Assume that the planet is rotating abouts its axis with time period `T`. How far from the axis of the planet do the synchronous telecommunications satellite orbit?A. `RTsqrt(piGrho)`B. `2RTsqrt(piGrho)`C. `RTsqrt(2piGrho)`D. `RTsqrt((Grho)/(2pi))` |
Answer» Correct Answer - D `v=romega=((2pi)/T)r, r=(vT)/(2pi)=sqrt((Grho)/(2pi))RT`. |
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