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A math problem.
Sum of the upper and lower base areas of a cuboid: 19+ 19=38 (square decimeter)

The sum of the areas of the front, back, left and right sides of a cuboid: 67.92-38=29.92 (square decimeter).

Cut the front, back, left and right sides of a cuboid and flatten it along a vertical side to get a rectangle. The area of this rectangle = the sum of the areas of the front, back, left and right sides of the cuboid, the width of the rectangle = the height of the cuboid, and the length of the rectangle = the circumference of the bottom of the cuboid.

Width of rectangle = area of rectangle ÷ length of rectangle

Height (width of rectangle) of cuboid: 9.92÷ 17.6= 1.7 (decimeter).

Volume of cuboid: 19× 1.7=32.3 (square decimeter)

The above calculation is based on the bottom area of 19 square decimeter.