A carpenter is building a rectangular table. He wants the perimeter of the tabletop to be no more than 28 feet. He also wants the length of the tabletop to be greater than or equal to the square of 2 feet less than its width. Create a system of inequalities to model the situation, where x represents the width of the tabletop and y represents the length of the tabletop. Then, use this system of inequalities to determine the viable solutions. A Part of the solution region includes a negative width; therefore, not all solutions are viable for the given situation. B. The entire solution region is viable. C. Part of the solution region includes a negative length; therefore, not all solutions are viable for the given situation. D. No part of the solution region is viable because the length and width cannot be negative.