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Owing to perennial complaints by students and facility about the lack of parking spaces on campus, a parking garage on ECU property is being constructed. Since there are no university funds available for the project, it will have to pay for itself from parking fees over a 15-year period. A 10% minimum attractive rate of return is deemed reasonable for consideration of the question of how many levels should be constructed. Based on the cost data shown below, determine whether a parking garage should be constructed. If a parking building should be built, how many levels should be built? Use incremental analysis