Question: Develop and solve a hypothetical optimization problem in your area of interest (i.e. construction, environmental, geotechnical, structures, transportation). The model can be either a linear

Develop and solve a hypothetical optimization problem in your area of interest (i.e. construction, environmental, geotechnical, structures, transportation). The model can be either a linear programming graphing problem or an Excel Solver problem (Not a calculus or calculus costbenefit problem). Follow these steps and keep it relatively simple, but full extra credit will only be provided if the problem is especially unique and/or more than 2 constraints are considered: a) Identify the objective function in words: b) Identify constraints (minimum of 2) in words: c) Convert the objective and constraints into algebraic formulas: d) Show how to solve the problem:

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