A Uranium-235 atom (235.0439 u) that is initially at rest undergoes a fission reaction (breaks apart) and releases Barium-139 (138.9088 u) and Krypton-95 (94.9398 u), and two neutrons (1.00866491588 u). If the Barium-139 moves at 1.10 x 10^5 m/s [E] and the Krypton-95 moves at 1.59 x 10^5 m/s [N 15 degrees W], calculate the combined momenta of the remaining neutrons. Recall: u = 1.6605* 10^-27 kg

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Chapter1: Units, Trigonometry. And Vectors
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A Uranium-235 atom (235.0439 u) that is initially at rest undergoes a fission reaction
(breaks apart) and releases Barium-139 (138.9088 u) and Krypton-95 (94.9398 u),
and two neutrons (1.00866491588 u). If the Barium-139 moves at 1.10 x 10^5 m/s
[E] and the Krypton-95 moves at 1.59 x 10^5 m/s [N 15 degrees W], calculate the
combined momenta of the remaining neutrons. Recall: u = 1.6605* 10^-27 kg
Transcribed Image Text:A Uranium-235 atom (235.0439 u) that is initially at rest undergoes a fission reaction (breaks apart) and releases Barium-139 (138.9088 u) and Krypton-95 (94.9398 u), and two neutrons (1.00866491588 u). If the Barium-139 moves at 1.10 x 10^5 m/s [E] and the Krypton-95 moves at 1.59 x 10^5 m/s [N 15 degrees W], calculate the combined momenta of the remaining neutrons. Recall: u = 1.6605* 10^-27 kg
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