A particle with charge q = +4e and mass m = 6.47 * 10^-26 kg is injected horizontally with a speed of 0.53 * 10^6 m/s into the region between two parallel horizontal plates. The plates are 38.1 cm long and an unknown distance d apart. The particle is injected midway between the top and bottom plates. The top plate is negatively charged, and the bottom plate is positively charged, so that there is an upward-directed electric field between the plates of magnitude E = 44.9 kN/C. Ignore the weight of the particle. How long in seconds does it take for the particle to pass through the region between the plates? When the particle exits the region between the plates, what will be the magnitude of its vertical displacement in millimeters, from its entry height?
A particle with charge q = +4e and mass m = 6.47 * 10^-26 kg is injected horizontally with a speed of 0.53 * 10^6 m/s into the region between two parallel horizontal plates. The plates are 38.1 cm long and an unknown distance d apart. The particle is injected midway between the top and bottom plates. The top plate is negatively charged, and the bottom plate is positively charged, so that there is an upward-directed electric field between the plates of magnitude E = 44.9 kN/C. Ignore the weight of the particle.
How long in seconds does it take for the particle to pass through the region between the plates?
When the particle exits the region between the plates, what will be the magnitude of its vertical displacement in millimeters, from its entry height?
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