Consider the electrostatic potential
V=(1)/(4pi epsi _(0))((p)/(sqrt((x+d)^(2)+y^(2)+z^(2)))+(p)/(sqrt(x^(2)+y^(2)+z^(2)))+(q)/(sqrt((x-d)^(2)+y^(2)+z^(2)))).
(a) Describe the charge distribution which gives rise to the above potential.
(b) Determine the potential at the position vec(r)=h(yHat) in the limit h≫d, and give an intuitive explanation for your answer. Assume that q!=-2p.
(c) In the case that p=-q determine the electric field in terms of p at the position vec(r)=h(yHat).
1.Consider the electrostatic potential
4TTE0
+a)
a) Describe the charge distribution which gives rise to the above potential
b Determine the potential at the position r= hy in the limit h > d, and give an intuitive explanation for your answer. Assume that q -2p.
(c In the case that p= -q determine the electric field in terms of p at the position T=hy.