A satellite of mass Ms = 2x10' kg is attached to a point on the equator of the Earth (MẸ= 6x1024 kg) by a long, ideal spring with spring constant k= 10$ N/m so that it is moving in a circular trajectory of radius r= 7x10' m from the center of the Earth. Recall that G 7x10' Nm²/kg?. a) Draw and clearly label a free body diagram indicating all of the forces acting on the satellite, from the perspective shown in the diagram. Assume that the spring is stretched, not compressed, compared to its natural length. b) What is the direction and magnitude of the force of gravity on the satellite as viewed in the diagram? c) The satellite maintains its position over the same spot on the Earth's equator, so that its orbital period is T = 1 day = 9x10 s. What is the magnitude of the acceleration a of the satellite?
A satellite of mass Ms = 2x10' kg is attached to a point on the equator of the Earth (MẸ= 6x1024 kg) by a long, ideal spring with spring constant k= 10$ N/m so that it is moving in a circular trajectory of radius r= 7x10' m from the center of the Earth. Recall that G 7x10' Nm²/kg?. a) Draw and clearly label a free body diagram indicating all of the forces acting on the satellite, from the perspective shown in the diagram. Assume that the spring is stretched, not compressed, compared to its natural length. b) What is the direction and magnitude of the force of gravity on the satellite as viewed in the diagram? c) The satellite maintains its position over the same spot on the Earth's equator, so that its orbital period is T = 1 day = 9x10 s. What is the magnitude of the acceleration a of the satellite?
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