I require two linear program models to be solved. Please see attached file. It must be solved in EXCEL WITH EXCEL SOLVER!

I require the answers to the following two linear program models. Both need to be solved in Excel with Excel solver (simplex lp and unconstrained variables non-negative) Consider Xij is the MW power produced at plant i for city j. For I, let L represent Los Angles, T represent Tulsa, and S represent Seattle. For J, let 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 represent Seattle, Portland, San Francisco, Boise, Reno, Bozeman, Laramie, Park City, Flagstaff, and Durango respectively. Model 1 Min Z: 356.25xL1 , + 356.25L2 + 178.13xL3 + 356.25xL4 + 237.5xL5 + 415.63xL6 + 356.25xL7 + 356.25xL8 + 178.13xL9 + 356.25xL10 + 593.75xT1 + 593.75xT2 + 475xT3 + 475xT4 + 475xT5 + 415.63xT7 + 415.63xT7 + 356.25xT8 + 475xT9 + 296.88xT10 + 59.38xS1 + 178.13xS2 + 296.88xS3 + 296.88xS4 + 356.25xS5 + 296.88xS6 + 356.25xS7 + 475xS8 + 593.75x59 + 593.75xS10 Constraints XL1 + XT1 + XS1 > 950.00 XL2 + XT2 + XS2 > 831.25 XL3 + XT3 + XS3 > 2375.00 XL4 + XT4 + XS4 > 593.75 XL5 + XT5 + XS5 > 950.00 XL6 + XT6 + XS6 > 593.75 XL7 + XT7 + XS7 > 1187.50 XL8 + XT8 + XS8 > 712.50 XL9 + XT9 + XS9 > 1187.50 XL10 + XT10 + XS10 > 1543.75 And Xij > 0 Model 2 Min Z: 356.25xL1 , + 356.25L2 + 178.13xL3 + 356.25xL4 + 237.5xL5 + 415.63xL6 + 356.25xL7 + 356.25xL8 + 178.13xL9 + 356.25xL10 + 593.75xT1 + 593.75xT2 + 475xT3 + 475xT4 + 475xT5 + 415.63xT7 + 415.63xT7 + 356.25xT8 + 475xT9 + 296.88xT10 + 59.38xS1 + 178.13xS2 + 296.88xS3 + 296.88xS4 + 356.25xS5 + 296.88xS6 + 356.25xS7 + 475xS8 + 593.75x59 + 593.75xS10 Constraints XL1 + XT1 + XS1 > 950.00 XL2 + XT2 + XS2 > 831.25 XL3 + XT3 + XS3 > 2375.00 XL4 + XT4 + XS4 > 593.75 XL5 + XT5 + XS5 > 950.00 XL6 + XT6 + XS6 > 593.75 XL7 + XT7 + XS7 > 1187.50 XL8 + XT8 + XS8 > 712.50 XL9 + XT9 + XS9 > 1187.50 XL10 + XT10 + XS10 > 1543.75 XL1 + XL2 + XL3 + XL4 + XL5 + XL6 + XL7 + XL8 + XL9 + XL10