The electric field has a constant value of 4.1 x 104 V/m and is directed downward. The field is the same everywhere. The potential at a point P within this region is 169 V. Find the potential at the following points: (a) 9.4 x 10-3 m directly above P, (b) 3.8 x 10-3 m directly below P, (c) 6.2 x 10-3 m directly to the right of P.
Electric field E = 41000 V / m
Potential at point P is V = 169 V
(a). Potential at 9.4*10^-3 m directly above P is V ' = V + ( Ed )
Where d = 9.4*10^-3 m
Substitue values we get V ' = 169 + 385.4
= 554.4 volt
b)Potential at 3.8*10^-3 m directly below P is V " = V - Ed'
Where d ' = 3.8*10^-3 m
Substitue values we get V " = 169 -155.8
= 13.2 volt
c) potential at 6.2*10^-3 m directly to the right of P is V"' = V
= 169 volt
I hope help you !!
The electric field has a constant value of 4.1 x 104 V/m and is directed downward....
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