The total edge length of a cuboid is 64cm. The known length is 8cm, the width is 5cm, the height is () cm, the surface area is () cm2, and the volume is () cm3 The sum of all the simplest true fractions whose denominator is 10 is (). There are () false fractions of molecule 4.

The total edge length of a cuboid is 64cm. The known length is 8cm, the width is 5cm, the height is () cm, the surface area is () cm2, and the volume is () cm3 The sum of all the simplest true fractions whose denominator is 10 is (). There are () false fractions of molecule 4.

The sum of the edges of a cuboid is 64cm. It is known that the length is 8cm, the width is 5cm, the height is (3) cm, the surface area is (158) cm2, and the volume is (120) cm3. The denominator is the sum of all the simplest true fractions of 10, which is (2). There are (4) false fractions of 4. The formula is: 64 △ 4-5-8 = 3cm, the surface area = (3 × 5 + 3 × 8 + 5 × 8) ×