Question

Jeremy is looking at two storage boxes. The smaller box is a cube with side length s. The length of the larger box, l, is 4 times s. The width of the larger box, w, is 2 times s. The height of the larger box, h, is equal to s. The volume of the larger box, L(h), with height, h, is given with the following function.

L(h) = 8h3
Which statement best describes the coefficient of h3?

the increase in the height of the large box

the area of the base of the large box

the number of small boxes that will fit along the length of the large box

the number of small boxes that fit inside the large box

Answer 1

Ok, the big thing to help here is to remember that \(s = h\).
What's the volume of the smaller box if the side length is \(s\)?

Answer 2

if not its between C and D but most likely to C because of the length

Answer 3

it mainly tlks about the larger box but wouldnt it be D