Answer:
Option B,D
Explanation:
$ r= \frac{mv}{Bq}$
or $ r \propto m$
$\therefore$ $r_{e} <r_{p}$ as $m_{e}< m_{p}$
Further , $T = \frac{2 \pi m}{Bq}$
or $ T \propto m$
$\therefore$ $T_{e} <T_{p}$
$t_{e} = \frac{ T_{e}}{2}$
and $t_{p}=\frac{ T_{P}}{2}$
or $ t_{e} < t_{p}$
$\therefore$ Correct options are (b) and (d)
Note In JEE 2011, official answer key' correct oPtions were given bc, bd, bcd, here student should realise that both the electron and Proton enter the magnetic field at the same time or at different times
Analysis of Question
(i) Question is simPle'
(ii) In the situation given above particle
will never complete the circle unless
the magnetic field is all around