(Solved): Computer Assignment (Optional) The following MATLAB code corresponds to the active learning exercis ...

Computer Assignment (Optional) The following MATLAB code corresponds to the active learning exercise of Session 5 (see slides of Session 5). Modify the code by using loops (for and/or while loops) such that va changes fron 10 KVolts to 20 KVolts with steps of \( 6.5 \) KVolts. Plot the power loss versus VG in both cases of no transformers and with transformers in a single figure. Submit your report as a single pdf file, containing: - Your name and student ID -Your nodifled MATLAB code -Your generated figure, with labels and legends to make it clear and informative - a short interpretation for your results (1 paragraph). XThis code solves an exanple to show the effect of transformers in Treducing the power loss in transmission line and the load voltage drop \%Generator voltage clc; VG_abs \( =13.8 \cdot 1698 \) VG_angle_degree = \( e_{j} \) VG_angle = VG_angle_degree*p1/18e; XLine impedance Zline abs \( =69 ; \) Zline_angle_degree \( =6 \theta \); Zline_angle = Zline_angle_degree*pi/180; Thoad impedance Zload_abs = 560 ; Zload_angle_degree \( =36.87 ; \) Zload_angle = Zload_angle_degree*pi/180; *Convert values: VG = VG_abs * cos(VG_angle \( )+j * \) VG_abs * sin(VG_angle); Zline = Zline_abs * \( \cos ( \) Zline_angle \( )+j^{*} \) Zline_abs \( * \sin ( \) Zline_angle); Zload = Zload_abs \( * \cos ( \) Zload_angle \( )+j * \) Zload_abs \( * \sin ( \) Zload_angle \( ) \); WCase 1: No Transformers disp('Case 1: No Transformers') Ztotal = Zline \( + \) Zload;