A 24-by-14-inch rectangular piece of cardboard is used to create an open box by cutting off square corners from each corner (Figure 3.16a) and then folding up the sides to create the open box (Figure 3.16b). Fill in Table 3.10 to determine the length, width, height, and volume of the open box if a square of the given length is cut off. What would the height of the box be if we cut out a 4-by-4-inch square? What would be the new length and width of the box? What is the volume of the box in cubic inches if we cut out a 4-by-4-inch square? Write a polynomial expression that represents the volume of the box