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A thin ring with radius R is placed on the xy plane. The line charge density on the ring is fixed and distributes as 1 sin o (where o = 0 is defined at the +x direction). a) Calculate the electric dipole moment of the ring. b) Write down the electric potential at a point (x, y, z) that is much farther from the origin than R. Express your result as a function of 1, R, x,y,z. (Do NOT use p or ř in your result.)

A thin ring with radius R is placed on the xy plane. The line charge density on the ring is fixed and distributes as 1 sin o (where o = 0 is defined at the +x direction). a) Calculate the electric dipole moment of the ring. b) Write down the electric potential at a point (x, y, z) that is much farther from the origin than R. Express your result as a function of 1, R, x,y,z. (Do NOT use p or ř in your result.)

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A thin ring with radius R is placed on the xy plane. The line charge density on the ring is fixed and distributes as A sin o (where o = 0 is defined at the +x direction). a) Calculate the electric dipole moment of the ring. b) Write down the electric potential at a point (x, y, z) that is much farther from the origin than R. Express your result as a function of 2, R, x, y, z. (Do NOT use p or 7 in your result.)
Transcribed Image Text:A thin ring with radius R is placed on the xy plane. The line charge density on the ring is fixed and distributes as A sin o (where o = 0 is defined at the +x direction). a) Calculate the electric dipole moment of the ring. b) Write down the electric potential at a point (x, y, z) that is much farther from the origin than R. Express your result as a function of 2, R, x, y, z. (Do NOT use p or 7 in your result.)
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