Since the voltage is "U=E\\times l" , where "E" is the electric field strength and "l" is the length of the conductor (in this case). Since the conductor resistance is "R=\\frac{\\rho \\times l}{S}" , where "\\rho" - resistivity, "l" - length of the conductor, and "s" is the cross-sectional area, according to Ohm's law "U=I\\times R" , then "E=\\frac{U}{l}=\\frac{I\\times\\frac{\\rho \\times l}{S}}{l}=\\frac{5\\times 3\\times10^{-8} }{1}=15\\times10^{-8}" V.
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