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Second part of part c) please! The bit that asks about the particle travelling 75m in the laboratory before it decays. Determine its lifetime in the lab frame and then in its rest frame.

-+160% are s two postulates of Special Relativity 4 marks) b) Calculate the de Broglie wavelength of an eleetron moving at a speed of 0.70c. The rest mass of an electron is 9.11 x 10-31 kg. 5 mar c) An elementary particle has a total energy of 10 GeV and a rest mass of 494 MeV/c 4 marks] The particle travels 75 m in the laboratory before it decays. Determine how long it 3 marks] How fast is it moving? lived for: (i) in the laboratory frame; (ii) in its rest frame. d) The Bohr formula states that 13.6 eV Use this to determine the energy and wavelength of the photon that is emitted when the electron in a hydrogen atorm rnakes a transition from the n = 5 energy level to 5 marks e) The mean lifetine of an electron in the n 2 energy level of a hydrogen atom is the n- 4 energy level. 1.6 ns. Estimate the precision with which it is possible to measure the frequency of the corresponding emitted photon. 4 marks)

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5 m is the distance tyaweltad in labs 5 250 35 ns

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