1. The problem statement, all variables and given/known data A sample of two different iron ions, Fe2+ and Fe3+, are accelerated by the same potential and then sent through the uniform magnetic field of a mass spectrometer. a) Which ion moves faster after being accelerated? b) Which ion follows the path with the largest radius? 2. Relevant equations a) Ek = 1/2mv^2 v= sqrt|(2qV)/m| ??v= (qBr)/m?? b) Fc= (mv^2)/r r = sqrt|(m2V)/(qB)| 3. The attempt at a solution a) Stated that Fe3+ had a stronger charge and a smaller (though negligibly) mass. Related this to the Ek and v= sqrt|(2qV)/m| equations in order to show that it would have a faster velocity. I think I'm alright here... b) This is where I have trouble. My gut tells me that the Fe2+ should have the larger radius (when I picture the charge in my head it has a lower Ek and gets deflected more). However, relating the equations is confusing me as I keep getting tripped up by thinking that the larger charge of the Fe3+ ion will cause it to experience more force and thus a wider radius pushing it. Maybe I should be picturing it enter the field from over top? (i.e. (x) and not from the side -->). Also, I want to try and set up r(Fe+3)/r(Fe+2) = ???/??? but can't figure out which equation to use on the right side... Help is very much appreciated.