Q2. Find the monopole term in the multi-pole expansion of the electric potential on the z- axis for a flat circular charged disk of radius R and charge density o (r,q)= kr² cos %3D where k is a constant and r, q are polar coordinates with the origin at the disk's centre. 1 k 1 kR² 4πεο 1 (a) Vm = 0 (b) V (c) V, (d)Vm -kR* = 4πε, R 16E,
Q2. Find the monopole term in the multi-pole expansion of the electric potential on the z- axis for a flat circular charged disk of radius R and charge density o (r,q)= kr² cos %3D where k is a constant and r, q are polar coordinates with the origin at the disk's centre. 1 k 1 kR² 4πεο 1 (a) Vm = 0 (b) V (c) V, (d)Vm -kR* = 4πε, R 16E,
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axis for a flat circular charged disk of radius R and charge density o (r,q) = kr' cos q,
where k is a constant and r, q are polar coordinates with the origin at the disk's centre.
1
- kR²
4πεο
1
- kRª
16€,
(b) Vm
1
k
(c)Vm
(d) Vm
(a) V = 0
%3D
4πεο
R"
Transcribed Image Text:Q2. Find the monopole term in the multi-pole expansion of the electric potential on the z-
axis for a flat circular charged disk of radius R and charge density o (r,q) = kr' cos q,
where k is a constant and r, q are polar coordinates with the origin at the disk's centre.
1
- kR²
4πεο
1
- kRª
16€,
(b) Vm
1
k
(c)Vm
(d) Vm
(a) V = 0
%3D
4πεο
R
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