I'm working on a MATLAB problem about economic dispatch. There are 40 generators and the load is 10,500 MW. Can you show how to solve it using the lambda-iteration method and include the B-Loss coefficients? Previously,withoutB-Loss coefficients, I obtained: Iterations: 23 Total Generation: 10499.9996 MW Demand: 10500.0000 MW Power Mismatch: -0.000380 MW Optimal Lambda: 12.925955 $/MWh Total Fuel Cost: 118660.2301 $/h Now, could you please add the B-Loss coefficients using the MATLAB code that I provided in the second image? Can you provide fully code matlab with image (graf,etc,like before) like previous, so i can compare with mine.

\fclc; clear; close all; n = 40; % number of units % Initialize B matrix (MW*-1) B = zeros(n); % Set diagonal terms (dominant self-losses) for i = 1:n B(i.i) = 0.00010 + (i-1)*0.000002; % range: 0.00010 to -0.00018 end % Set off-diagonal terms (mutual losses) for i = 1:n for j = 1:n if i -= j dist = abs(i-j); if dist == 1 B(i,j) = 0.00002; % adjacent units elseif dist