d = .03 meters
E = V/d
In the previous problem (Question 4), if the distance between the two plates of the capacitor is 3 cm, what is the magnitude of the uniform electric field between the two plates?
6 answers
so... E=.03J/3m=0.01J/m??
no
I do not know what question 4 is
but divide the voltage by .03 meters to get E
in a capacitor E = volts/ distance
I do not know what question 4 is
but divide the voltage by .03 meters to get E
in a capacitor E = volts/ distance
The electric potential increases from 10 V to 70 V from the bottom plate to the top plate of a parallel-plate capacitor. We are going to move a charge of +5 x 10-4 C from the bottom plate to the top plate. What is the magnitude of the change in potential energy of this charge? Do not enter any (-) sign in your answer.
so E=v/d
E=.03/3
E=.01?
E=.03/3
E=.01?
V = 60 volts
d = .03 meters
E = 60/.03 = 2000
d = .03 meters
E = 60/.03 = 2000