Two particles `X` and `Y` having equal charges, after being acceleration through the same potential difference, enter a region of uniform magnetic field and describe circular paths of radii `R_1` and `R_2`, respectively. The ratio of the mass of `X` to that of `Y` is
A
`(R_1//R_2)^(1//2)`
B
`R_2//R_1`
C
`(R_1//R_2)^2`
D
`R_1//R_2`
Text Solution
Verified by Experts
`R=sqrt((2qVm)/(Bq)` or `Rpropsqrtm` or `R_1/R_2=sqrt(m_X/m_Y)` or `m_X/m_Y=(R_1/R_2)^2` `:.` correct option is c.
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