Flag Mechanics> A certain nucleus, at rest, spontaneously...
question mark

A certain nucleus, at rest, spontaneously disintegrates into three particles. Two of them are detected; their masses and velocities are as shown in Fig. 11-30. (a) What is the momentum of the third particle, which is known to have a mass of 11.7 × 10-27 kg? (b) How much kinetic energy in MeV appears in the disintegration process?
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

Shane Macguire , 10 Years ago
Grade upto college level
anser 1 Answers
Deepak Patra
(a)
A certain nucleus, at rest, spontaneously disintegrates into three particles. Two of them are detected; their masses and velocities are shown in the below figure.
Figure:
233-217_1.JPG

233-1140_1.JPG
233-1360_1.JPG
Last Activity: 10 Years ago
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