A child has a piece of flat cardboard with dimensions of 40 cm by 44 cm. She cuts out small congruent squares from each corner o

Question

2 years ago

6

A child has a piece of flat cardboard with dimensions of 40 cm by 44 cm. She cuts out small congruent squares from each corner o

f the cardboard. She then folds up the sides of the cardboard creating a box with a height that is the same as the side length of the removed squares. The box does not have a top.
The side length of each of the removed squares is 4x. Which of the following equations represents the volume of the box?

None of these.

V(x)=(40−8x)(44−8x)(4x)

V(x)=(40−4x)(44−4x)(4x)

V(x)=(40)(44)(4x)

V(x)=(40−2x)(44−2x)(2x)

Mathematics

1 answer:

Rom4ik [11] · Answer 1 · 2022-01-31T18:04:04+03:00

Rom4ik [11]2 years ago

4 0

Answer:

someone please answer this

Step-by-step explanation: