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A charged particle that has a mass of 2.8 x 10 1 kg accelerates upward at 3.6 m/s in the electric field between the two horizontal plates below. The plates are separated by 0.10 m and the potential difference 2. 4.00 x 10 V across the plates. Assume the top plate is positive and the bottom plate is negative. The diagram is not to scale. OV Charged Particle 0.10 m --- 4.00 x 102 v a) Calculate the electric force exerted on the charged particle as it travels through the parallel plates. b) Determine the magnitude of the charge on the particle. c) Assume that the voltage applied to the parallel plates can be varied. Calculate the minimum voltage needed to move the charged particle to the upper plate.

A charged particle that has a mass of 2.8 x 10 1 kg accelerates upward at 3.6 m/s in the electric field between the two horizontal plates below. The plates are separated by 0.10 m and the potential difference 2. 4.00 x 10 V across the plates. Assume the top plate is positive and the bottom plate is negative. The diagram is not to scale. OV Charged Particle 0.10 m --- 4.00 x 102 v a) Calculate the electric force exerted on the charged particle as it travels through the parallel plates. b) Determine the magnitude of the charge on the particle. c) Assume that the voltage applied to the parallel plates can be varied. Calculate the minimum voltage needed to move the charged particle to the upper plate.

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A charged particle that has a mass of 2.8 x 10 16 kg accelerates upward at 3.6 m/s? in the electric field between the two horizontal plates below. The plates are separated by 0.10 m and the potential difference is 2. 4.00 x 10 V across the plates. Assume the top plate is positive and the bottom plate is negative. The diagram is not to scale. OV Charged Particle 0.10 m 4.00 x 102 V a) Calculate the electric force exerted on the charged particle as it travels through the parallel plates. b) Determine the magnitude of the charge on the particle. c) Assume that the voltage applied to the parallel plates can be varied. Calculate the minimum voltage needed to move the charged particle to the upper plate.
Transcribed Image Text:A charged particle that has a mass of 2.8 x 10 16 kg accelerates upward at 3.6 m/s? in the electric field between the two horizontal plates below. The plates are separated by 0.10 m and the potential difference is 2. 4.00 x 10 V across the plates. Assume the top plate is positive and the bottom plate is negative. The diagram is not to scale. OV Charged Particle 0.10 m 4.00 x 102 V a) Calculate the electric force exerted on the charged particle as it travels through the parallel plates. b) Determine the magnitude of the charge on the particle. c) Assume that the voltage applied to the parallel plates can be varied. Calculate the minimum voltage needed to move the charged particle to the upper plate.
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