Consider two spaceships, initially at rest and separated by 5,000 m. Spaceship 1 has mass 632 kg, and spaceship 2 has mass 374 kg. Spaceship 1 turns on a tractor beam, which pulls spaceship 2 towards it with 231 N of constant force. If this force is the only one present in this system, and taking into account the reaction on ship 1, how much time will it take, in s, for the two ships to touch?
Consider two spaceships, initially at rest and separated by 5,000 m. Spaceship 1 has mass 632 kg, and spaceship 2 has mass 374 kg. Spaceship 1 turns on a tractor beam, which pulls spaceship 2 towards it with 231 N of constant force. If this force is the only one present in this system, and taking into account the reaction on ship 1, how much time will it take, in s, for the two ships to touch?
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Consider two spaceships, initially at rest and separated by 5,000 m. Spaceship 1 has mass 632 kg, and spaceship 2 has mass 374 kg. Spaceship 1 turns on a tractor beam, which pulls spaceship 2 towards it with 231 N of constant force. If this force is the only one present in this system, and taking into account the reaction on ship 1, how much time will it take, in s, for the two ships to touch? (Hint: Solve x1(t) = x2(t)) (Please answer to the fourth decimal place - i.e 14.5336)
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