A negatively charged particle of mass 4.30 x 1o-19 kg is moving with a speed of 35.0 m/s when it enters the region between two parallel capacitor plates. The initial velocity of the charge is parallel to the plate surfaces and in the positive x-direction. The plates are square with a side of 1.00 cm, and the voltage across the plates is 2.50 V. If the particle is initially 1.00 mm from both plates and it just barely clears the positive plate after traveling 1.00 cm through the region between the plates, how many excess electrons are on the particle? Ignore gravitational and edge effects. 35.0 m/s [2.00 mm 1.00 cm Numeric Response

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter26: Electric Potential
Section: Chapter Questions
Problem 48PQ: A particle with charge 1.60 1019 C enters midway between two charged plates, one positive and the...
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A negatively charged particle of mass 4.30 x 10-19 kg is moving with a speed of 35.0 m/s when it enters the region between two
parallel capacitor plates. The initial velocity of the charge is parallel to the plate surfaces and in the positive x-direction. The plates
are square with a side of 1.00 cm, and the voltage across the plates is 2.50 V. If the particle is initially 1.00 mm from both plates and
it just barely clears the positive plate after traveling 1.00 cm through the region between the plates, how many excess electrons are
on the particle? Ignore gravitational and edge effects.
35.0 m/s
2.00 mm
1.00 cm
Numeric Response
Transcribed Image Text:A negatively charged particle of mass 4.30 x 10-19 kg is moving with a speed of 35.0 m/s when it enters the region between two parallel capacitor plates. The initial velocity of the charge is parallel to the plate surfaces and in the positive x-direction. The plates are square with a side of 1.00 cm, and the voltage across the plates is 2.50 V. If the particle is initially 1.00 mm from both plates and it just barely clears the positive plate after traveling 1.00 cm through the region between the plates, how many excess electrons are on the particle? Ignore gravitational and edge effects. 35.0 m/s 2.00 mm 1.00 cm Numeric Response
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