A charged particle is accelerated through a potential of 200.0 volts from rest and achieves a speed of 2.53 x 10^4 m/s. The particle is then directed into a uniform, perpendicular magnetic field in which the particle circulates with a frequency of 20.4 kHz. a. Determine the strength of the magnetic field, and b. What is the charge to mass ratio, q/m, for the particle
A charged particle is accelerated through a potential of 200.0 volts from rest and achieves a speed of 2.53 x 10^4 m/s. The particle is then directed into a uniform, perpendicular magnetic field in which the particle circulates with a frequency of 20.4 kHz. a. Determine the strength of the magnetic field, and b. What is the charge to mass ratio, q/m, for the particle
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A charged particle is accelerated through a potential of 200.0 volts from rest and achieves a speed of 2.53 x 10^4 m/s. The particle is then directed into a uniform, perpendicular magnetic field in which the particle circulates with a frequency of 20.4 kHz.
a. Determine the strength of the magnetic field, and
b. What is the charge to mass ratio, q/m, for the particle?
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