bei48482_FM

(Barry) #1

516 Appendix


Answers to Odd-Numbered Exercises


CHAPTER 1



  1. More conspicuous.

  2. No, because the observer in the spacecraft will find a longer time interval than
    an observer on the ground, not a shorter time interval.

  3. (a) 3.93 s. (b) To B, A’s watch runs slow.

  4. 2.6 108 m/s.

  5. 210 m.

  6. 578 nm.

  7. 1.34 104 m/s.

  8. 6 ft; 2.6 ft.

  9. 3.32 10 ^8 s.

  10. 14°.

  11. 5.0 y.

  12. If pmv,an event that conserves momentum in one inertial frame would not
    conserve momentum to observers in other inertial frames in relative motion, so
    momentum would not then be a useful quantity in physics.

  13. 6.0 10 ^11.

  14. ( 3 2)c.

  15. 1.88 108 m/s; 1.64 108 m/s.

  16. 0.9989c.

  17. 0.294 MeV.

  18.  1019 eV; 105 y.

  19. 0.383 MeV/c.

  20. 885 keV/c.

  21. 0.963c; 3.372 GeV/c.

  22. 874 MeV/c^2 ; 0.37c.

  23. 1.97 ms.

  24. (a) tan^1.


(b) As →c, tan→0 and →0. This means that the stars appear farther
forward in the field of view of the porthole than they do when 0.


  1. (a) 0.800c; 0.988c.(b) 0.900c; 0.988c.


CHAPTER 2



  1. Less conspicuous.

  2. KEmaxis proportional to minus the threshold frequency 0.

  3. 1.77 eV.

  4. 1.72 1030 photons/s.

  5. (a) 4.2 1021 photons/m^2 .(b) 4.0 1026 W; 1.2 1045 photons/s.
    (c) 1.4 1013 photons/m^3.

  6. 180 nm.

  7. 539 nm; 3.9 eV.

  8. 0.48 A.

  9. 6.64 10 ^34 J s; 3.0 eV.

  10. In the reference frame of the electron at rest, the photon momentum must equal
    the final electron momentum p. The corresponding photon energy is pcbut the


sin 1 ^2 c^2
cos c

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