If at a point, electric potential is zero, then what will be the potential difference ?
information is not sufficient potential difference is measured between two points
Oh sorry! I have : A point charge (at a point A) and a point P where electric potential is zero.
And I have to find electric potential for \(V_A\)
V_A in terms of U_A and U_P SO, will U_P be equal to zero?
yeah
So if you have a point charge and somewhere ( P ) you don't 'feel' any electric potential than you must have b balancing force somewhere so that you don't 'feel' an effect.
so now, what would U_a be?
Well, I think that U_A = \(V_A\) q ?
correct! :-]
So, V_A should be equal to U_A/q
yes
and my book says that \(V_A = V_A - V_P = \cfrac{U_A - U_P}{q}\) I know it will not make any difference to the original equation for V_A = U_A/q , if U_P =0 .
Oh okay. got it now.
Thanks @Miracrown and @Deepakrathee
you're welcome! ^^
ur welcome @mathslover
also they want to show that Electric potential is zero... which is why they wrote it that way.. but you can get from one to the other.
I wish you the best of luck as you study your electrostatics! ;-) @mathslover
Thanks Mira! I require more of that :0
* :)
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