Suppose it were possible to drill a frictionless cylindrical channel along a diameter of the Earth from one side of the Earth to another. A body dropped into such a channel will only feel the gravitational pull of mass within a sphere of radius equal to the distance of the mass from the center of the Earth. The density of the Earth is 5.52x 10° kg/m? and G = 6.67× 10-11 N-m?/kg?. The mass will oscillate with a period of (A 84.4 min. (B 1130 h. 27.2 d. 24.0 h. E 169 min.

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Chapter1: Units, Trigonometry. And Vectors
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Suppose it were possible to drill a frictionless cylindrical channel along a diameter of the Earth from one side of the Earth to
another. A body dropped into such a channel will only feel the gravitational pull of mass within a sphere of radius equal to the
distance of the mass from the center of the Earth. The density of the Earth is 5.52x 10³ kg/m³ and G = 6.67x 10-11 N-m?/kg?. The
mass will oscillate with a period of
A 84.4 min.
(B) 1130 h.
c) 27.2 d.
(D) 24.0 h.
(E) 169 min.
Transcribed Image Text:Suppose it were possible to drill a frictionless cylindrical channel along a diameter of the Earth from one side of the Earth to another. A body dropped into such a channel will only feel the gravitational pull of mass within a sphere of radius equal to the distance of the mass from the center of the Earth. The density of the Earth is 5.52x 10³ kg/m³ and G = 6.67x 10-11 N-m?/kg?. The mass will oscillate with a period of A 84.4 min. (B) 1130 h. c) 27.2 d. (D) 24.0 h. (E) 169 min.
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