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# Consider the following set of constraints: x1+ 2x; + 2x; + 4×4 5 40 2×1- x2+ x3+2×458 4×1-2×2+ x3- x4510 x1,x2,x3, x4 2 0 Solve the problem for each…

Hey there! I need help with this optimization LP problem (attached image), using the “standard” simplex method of iterative tableaus.I’ve already checked my work with Solver and TORA (answer is: ( 0 6 0 7 ) –> Z=41), but am not able to figure out where I’ve gone wrong when doing it by hand, as I have a completely different answer with a negative slack variable left-over… I know, that’s a huge red flag, and retracing my steps I still can’t get the right answer.I’m very stuck right now and would very much appreciate any help with the tableau iterations. Thanks!. Consider the following set of constraints:x1+ 2x; + 2x; + 4×4 5 402×1- x2+ x3+2x4584x1-2×2+ x3- x4510x1,x2,x3, x4 2 0 Solve the problem for each of the following objective functions.(a) Maximize: = 2x, + x7 – 3x; + 5×4.

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