Question

A team discovered an m-mass tetron, an 8-quark particle decaying into four identical muons in a symmetrical tetrahedral pattern. The tetron is stationary until it decays. The four daughter muons carry the same total energy and have a resting mass of 0.149M 1). M, determine the magnitude of the energy E and the momentum p0 meson. Conservation laws may at least partially apply to this problem. 2). suppose that the four muons of relativistic momentum decayed by the doppler are: Pi (po, 0,0) Po 2V2po Po V2po 2 Ps Po (4半ーふ) 3). write the Lorentz transformation of the four-dimensional vector of energy and momentum from "home" to "other" frame of reference, where the relative velocity v is along the X-axis. 4). the velocity of the observer in the positive x direction is v. Using the Lorentz transformation, The team calculated the energy momentum quaternions found before the quaternions decayed, and the energy momentum quaternions for each muon. Transformation four vectors may leave E and po. 5). In the moving frame, what is trump immediately before decaying momentum? What's its energy? By adding up the energy and momentum of the four muons and the four vectors, it can be seen that energy and momentum are conserved before and after the four-electron decay

Answer 1

inu Tven ar МС.

lle MC 2. ri , 一4チ fe c.fu ㄚ˙ rn omx-turn- 叭ーに

勺 mC. と 2 vee 肌C

C. MC D, O C.