$A$ proton, a deuteron, and an $\alpha -$ particle enter a region of perpendicular magnetic field (to their velocities) with the same kinetic energy. If $r_p, r_d,$ and $r_{\alpha}$ are the radii of the circular paths of these particles, then:

  • A
    $r_{\alpha} = r_p < r_d$
  • B
    $r_{\alpha} = r_d = r_p$
  • C
    $r_{\alpha} < r_d < r_p$
  • D
    $r_{\alpha} > r_d > r_p$

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