NEED PYTHON CODE

Consider the linear system of the boundary value problem of homework #4, i.e. - upsilon_j - 1 + 2 upsilon_j - upsilon_j + 1/h^2 + pi ^2 upsilon_j = 2 pi ^2 sin(pi x_j), for j = 1, 2, , N - 1, where h = 1/N, upsilon_j is the approximation to u(x_j) for j = 1, 2, , N - 1, and upsilon_0 = upsilon_N = 0. (a) Implement Jacobis iteration method to find an approximation of the solution to (1) using a stopping criterium of ||b - Ax^(k)||