1. The problem statement, all variables and given/known data The electric third rail in a subway system is made of steel, measures h=0.1m high, w=0.02m wide, and carries a current I=110A. Calculate the Hall potential difference across the rail from corner to opposite corner due to the Earth's magnetic field with components Bhoriz=3e-05T and Bverti=2.7e-05T. Steel has 8e+28 conducting electrons per cubic meter, or a conducting charge density of 12800000000C/m3. You can relate this conducting charge density to the speed of the electrons and the current density through the rail. Vmax = __ V Vmin = __ V 2. Relevant equations |Vh|vert = Evert*L = Vd*Bhoriz*L = (I/newL)*Bhoriz*L = (I*Bhoriz)/(n*e*w) |Vh|horiz = Ehoriz*w = (I/(n*e*w*L))*Bvert*w = (I*Bvert)/(n*e*L) 3. The attempt at a solution Plugging in the numbers into the formulas from above, I got the following: |Vh|vert = (110A*3e-5T)/(8e28*1.6e-19C*.02m) = 1.29e-11 |Vh|horiz = (110A*2.7e-5T)/(8e28*1.6e-19C*.1m) = 2.32e-12 The problem is asking me to find the Hall potential difference, but what I really need to do is find the max and min voltage, which I thought I did - I am getting the answer marked as wrong, however. If anyone can shine any light on this problem, it would be greatly appreciated! Thank you.