Plastic storage containers are produced by the Organize Your Life Company. Each box is built from a rectangular sheet of plastic that is 28 cm by 44 cm in size. The plastic sheet is cut into squares at each corner, and it is then bent up on all four sides to create a rectangular prism without a top. By altering the size of the square cut from each corner of the original sheet of plastic, the company makes storage boxes of various sizes. Each of the storage boxes, with a volume of 2500 cubic centimeters, is wanted by a retailer. Establish the sizes of every storage container that Organize Your Life might build for the retailer.

Your work should contain the following:a function to simulate this scenario with defined variables and an explanation of how each function component relates to the surrounding situation (3 points)
• A graph of the function that shows the zeros, intercepts, and extrema of the function on scaled and labeled axes (3 points)
• The problem situation's domain, range, and function (3 points)
• Calculating the size of storage containers with a 2500 cubic centimeter volume (3 points)
• A justification for how the box's measurements were arrived at (3 points)