The length, width and height of a cuboid are ACM, BCM and HCM respectively. If the height is increased by three centimeters, how much more is the volume of the new cuboid than that of the original cuboid? It's written in letters. It's written in formulas

The length, width and height of a cuboid are ACM, BCM and HCM respectively. If the height is increased by three centimeters, how much more is the volume of the new cuboid than that of the original cuboid? It's written in letters. It's written in formulas

ab(h+3)-abh
=abh+3ab-abh
=3ab

A cuboid is ACM in length, BCM in width and HCM in height. If a = 36 = 2H = 18cm, what is the volume of the cuboid

It should be (a = 3B = 2H = 18cm) a = 18 B = 6 h = 9; a * b * H = 972

The length, width and height of a cuboid are ACM, BCM and HCM, respectively. If the height is increased by 2cm, its volume is increased by () cm3
A. abhB. 2abhC. 2abD. ab（h+2）

The increased volume is: 2 × a × B = 2 ab (cubic centimeter), so C