A conducting cylinder of radius 3.25 cm and length 5.6 cm has a total charge of 4.5 x 10^-9 C distributed uniformly on its surface area. Find the potential at a) its surface, and b) 2.5 cm and c) 5.0 cm from the center of the cylinder.
a)
d=r,d=r,d=r,
φ=2kλlndr=0,\varphi=2k\lambda\ln\frac dr=0,φ=2kλlnrd=0,
b)
d<r,d<r,d<r,
φ=0,\varphi=0,φ=0,
c)
d>r,d>r,d>r,
φ=2kCπr2llndr=190 kV.\varphi=\frac{2kC}{\pi r^2l}\ln\frac dr=190~kV.φ=πr2l2kClnrd=190 kV.
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