1) Surface charges with density Pso [C/m] are distributed on a truncated conical thin shell defined...

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1) Surface charges with density Pso [C/m²] are distributed on a truncated conical thin shell defined by S= = {(r,0,0)|a<r<b,0 = π/6,0 ≤ þ<2n} as illustrated in Figure 1. Calculate the total potential V at the origin. (25P) 0= π/6 r=b a x₁ Figure 1: Surface charges on a truncated conical thin shell. 1) Surface charges with density Pso [C/m²] are distributed on a truncated conical thin shell defined by S= = {(r,0,0)|a<r<b,0 = π/6,0 ≤ þ<2n} as illustrated in Figure 1. Calculate the total potential V at the origin. (25P) 0= π/6 r=b a x₁ Figure 1: Surface charges on a truncated conical thin shell.

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SOLUTION To calculate the total potential V at the origin we need to calculate the total charge on the surface of the truncated conical thin shell and then use Coulombs law to calculate the potential ... View the full answer