droblem (@A sphere of radius R carries charge distributed throughout it and with density: p= 3p cos 6 TR. This charge density is given in spherical coordinates and p is a constant. The monopole moment of this distribution is zero. Determine the dipole moment of this distribution and use it to determine an approximate potential at any point beyond the sphere.

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electricity and magnetism please include direction of vectors

Problem (0) A sphere of radius R carries charge distributed throughout it and with
density:
p=
3p cos
RA
This charge density is given in spherical coordinates and p is a constant. The monopole moment of
this distribution is zero. Determine the dipole moment of this distribution and use it to determine
an approximate potential at any point beyond the sphere.
Transcribed Image Text:Problem (0) A sphere of radius R carries charge distributed throughout it and with density: p= 3p cos RA This charge density is given in spherical coordinates and p is a constant. The monopole moment of this distribution is zero. Determine the dipole moment of this distribution and use it to determine an approximate potential at any point beyond the sphere.
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