In a horizontal flat capacitor, whose distance between sheets is d=1 cm, there is a charged droplet of mass m = 5x10-¹4 kg. When there is no electric field, the droplet falls at some constant velocity due to air resistance. If a potential difference of V=600 volts is applied to the capacitor sheets, the droplet falls twice as slowly. Find the charge of the droplet. (Consider g = 10-18) a) 4,11 aC b) 4,13 aC 022/2, 10m c) 4,15 aC sz,α = d) 4,17 aC e) 4,19 aC
In a horizontal flat capacitor, whose distance between sheets is d=1 cm, there is a charged droplet of mass m = 5x10-¹4 kg. When there is no electric field, the droplet falls at some constant velocity due to air resistance. If a potential difference of V=600 volts is applied to the capacitor sheets, the droplet falls twice as slowly. Find the charge of the droplet. (Consider g = 10-18) a) 4,11 aC b) 4,13 aC 022/2, 10m c) 4,15 aC sz,α = d) 4,17 aC e) 4,19 aC
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Transcribed Image Text:In a horizontal flat capacitor, whose distance between sheets is d=1 cm, there is a charged droplet of mass
m = 5x10-¹4kg. When there is no electric field, the droplet falls at some constant velocity due to air
resistance. If a potential difference of V=600 volts is applied to the capacitor sheets, the droplet falls twice
as slowly. Find the charge of the droplet. (Consider g =
m
10-18)
$2,a=
a) 4,11 aC
b) 4,13 aC
10.
c) 4,15 aC
d) 4,17 aC
e) 4,19 aC
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