Please actually solve this problem, instead of copying it from other Chegg solution.

Exercise 1.4. Tight constraints. Use the same problem setup as the prior exercise. 2 Consider a variation of the problem where T is a parameter. max 2 = 7:01 + 14x2 + 603 + 10x4 + Tx5 s.t. 25 0 Vi= 1,...,5 1. For each value T = -100, -10, 100, solve the linear program. 2. Report for each value, which constraints are tight (this includes the 4 constraints of the problem + the 5 non-negativity constraints) at the optimal solution. Note: a non-negativity constraint it tight if the corresponding variable is 0 at the optimal solution. AutoSave CH Excel-Solver Example-LP S Insert Drew Page Layout Formula Data Review Home - View Tell me Share Comments Calib (Recy! 12 YAA v ATD Test General Normal Bad X Cut . ngri ~ Format " TRI Clear Y. O PARTH --- Gud Nutral Inter MACA A CAR Cari un Tomat Ferming Table CHHIRI Sart Find Filler Sukat Anal Sy B3 A B 0 E F G H . K L M N P 0 R S T U V W 1 awthamma VIP M celti dents 19 10 213333333 G56 GEGE67 160001 ol 4300 type: non negative KHS slack/surplus 4000 0 carsi in 1 stritz constraint 3 constraint sumproduct 4!! 3 3 1 1 1 0 0 0 0 5 7 variables B 9 10 Corrente 11 13 11 14 15 16 17 13 19 20 21 22 22 24 Excel solver-Solving LP 29 max z = 7x4 + 14x2 + foxz + 1074 3x5 St. XS 4000 3x3 + 2x4+ xy S 6000 x + x2 - 3x = 0 x3 + x4 - 4x = 0 x2 v = 1,5 28 29 32 31 11 11 35 35 37 33 -40 41 42 42 44 45 45 47 49 50 51 52 51 51 Optimization Model Answer Report 1 Sensitivity Heport 1 umits Report Raad, # - + 1925