Finding the mass of an atom - bainbridge mass spectrometer question

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SUMMARY

The discussion focuses on calculating the mass of a lithium atom using a Bainbridge mass spectrometer. The ratio of the path radii for doubly ionized 12C and singly ionized 6Li is given as 1.00252, with Li having the larger radius. The relevant equation for determining mass is m = q (BR/v), where q represents charge, B is the magnetic field strength, and v is the velocity of the atom. The mass of the carbon-12 atom serves as a standard reference point for this calculation.

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Q. In a particular spectrometer, doubly ionised \stackrel{12}{6}C and singly ionised \stackrel{6}{3}Li atoms are detected. The ratio of the path radii is 1.00252, the Li having the larger value. The fields are constant. Find the mass of of the lithium atom.

I can only think of the equation which links electric force and circular motion in order to find the mass of the atom, however I can't seem to draw out the info needed to use the equation:

m = q \frac{BR}{v}

where q is the charge, B is the magnetic field, and v is the velocity of the atom.
 
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It's just a ratio thing.
What do you know about the mass of a Carbon12 atom (hint think standards)
 

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