Hi I got stuck at the following circuit problem which involves linear algebra, since I am not a physics major, I dont even have the basics to get started. Please shed some light, really appreciate it! Thanks a lot. 1. The problem statement, all variables and given/known data Consider a long chain of resistors wired up like this All the resistors have the same resistance R. The power rail at the top is at voltage V+ = 5V. The problem is to find the voltages V1 . . . VN at the internal points in the circuit. Using Ohm’s law and the Kirchhoff current law, which says that the total net current flow out of (or into) any junction in a circuit must be zero, show that the voltages V1 . . . VN satisfy the equations 3V1 − V2 − V3 = V+, −V1 + 4V2 − V3 − V4 = V+, ... −Vi−2 − Vi−1 + 4Vi − Vi+1 − Vi+2 = 0, ... −VN−3 − VN−2 + 4VN−1 − VN = 0, −VN−2 − VN−1 + 3VN = 0. Express these equations in vector form Av = w and find the values of the matrix A and the vector w. 2. Relevant equations 3. The attempt at a solution I considered when N = 2, it gives me a "Wheatstone bridge" with V1 = V2 = V/2 but then how should i continue? thanks a lot!