On a rectangular piece of cardboard with perimeter 10 inches, three parallel and equally spaced creases are made. (See Figure 1.) The cardboard is then folded along the creases to make a rectangular box with open ends. (See Figure 2.) Letting x represent the distance (in inches) between the creases, use the ALEKS graphing calculator to find the value of x that maximizes the volume enclosed by this box. Then give the maximum volume. Round your responses to two decimal places. X X I X Figure 1 Figure 2 Value of x that maximizes volume: in X 5 ? Maximum volume: [ in'