Using the cost functions and generator limits below, let us assume the following network topology PLoSsu = 0.0004*PL.7 PLOSSL = 0.0002 P? G3 G4 G5 G6 LOAD L1 G7 G8 G1 G2 Solve for the Total Cost Generator Schedules, and Lambda using any of the three (3) iterative methods discussed, where Load L1 Requirement is 4900 MW Iterative methods are: (1) Lambda-Iteration Method, (2) Gradient Search Method (3) Newton's Method Assume the following generator cost functions for . C1 = 0.04P,2 + 5P, +30 C2 = 0.05P22 + 3P2 + 50 C3 = 0.02P32 + 4P+75 C4=0.03P42 + 2P4 + 70 C5= 0.035P52 + 2.5P 5 + 55 C6 = 0.025P62 +3.5P6+40 C7= 0.45P-2 +1.5P7 +95 Cg=0.01P32 + 4.5Pg + 100 Assume the following generator limits for 450