find an expression for the charge to mass ratio in terms of this velocity and the other parameters. *the graph for the problem is in the picture* 1. Assume that the weight of the electron can be neglected, so that the only force in play is the electric force. Derive an expression (in terms of the given variables E, L, y, and v0) for this ratio of the electron charge to its mass, m/Q
find an expression for the charge to mass ratio in terms of this velocity and the other parameters. *the graph for the problem is in the picture* 1. Assume that the weight of the electron can be neglected, so that the only force in play is the electric force. Derive an expression (in terms of the given variables E, L, y, and v0) for this ratio of the electron charge to its mass, m/Q
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find an expression for the charge to mass ratio in terms of this velocity and the other parameters.
*the graph for the problem is in the picture*
1. Assume that the weight of the electron can be neglected, so that the only force in play is the electric force. Derive an expression (in terms of the given variables E, L, y, and v0) for this ratio of the electron charge to its mass, m/Q
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Acceleration is,
Using equation of kinematics,
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