The volume of a rectangular prism is given by the formula v = lwh, where l is the length of the prism, w is the width, and h is the height. suppose a box in the shape of a rectangular prism has length (2a + 11), width (5a – 12), and height (a + 6). which expression represents the volume of the box?

We are asked to solve for the expression that would represent the volume of the box. The given side measurements of the rectangular prism box are enumerated below:
L = 2a + 11
W = (5a-12)
H = (a+6)

The formula and solution are shown below:
Volume = LWH
Volume = (2a + 11)(5a -12)(a+6)
Volume = (10a²-24a +55a - 132)(a+6)
              = (10a² + 31a - 132) (a + 6)
              = (10³ +31a² -132a + 60a² + 186a - 792)
               = 10a³ +91a² +54a - 792

The answer is 10a³ + 91a² + +54a -792.

Dwould be the answer