Function Application Problem

Last updated almost 5 years ago

3 questions

You are creating an open box from a square piece of cardboard. The cardboard square has a perimeter of 36 cm. You cut out smaller squares from each corner, of a width of x cm each, so you can fold up the sides to form the box.

Write a function for the volume of the box in terms of x.
Type your final answer in the box, but show any work/explanation in the space provided.

What is the perimeter of each square cutout if the volume of the box is at its maximum?
Type your final answer in the box, but show any work/explanation in the space provided.

Which is an appropriate domain for this situation, and why?
Make your selection, and then use the "Show Your Work" space to type an explanation of why.

Function Application Problem

Write a function for the volume of the box in terms of x.Type your final answer in the box, but show any work/explanation in the space provided.

Function Application Problem

Write a function for the volume of the box in terms of x.Type your final answer in the box, but show any work/explanation in the space provided.

What is the perimeter of each square cutout if the volume of the box is at its maximum?Type your final answer in the box, but show any work/explanation in the space provided.

Which is an appropriate domain for this situation, and why? Make your selection, and then use the "Show Your Work" space to type an explanation of why.

What is the perimeter of each square cutout if the volume of the box is at its maximum?Type your final answer in the box, but show any work/explanation in the space provided.

Which is an appropriate domain for this situation, and why? Make your selection, and then use the "Show Your Work" space to type an explanation of why.

Write a function for the volume of the box in terms of x.
Type your final answer in the box, but show any work/explanation in the space provided.

Write a function for the volume of the box in terms of x.
Type your final answer in the box, but show any work/explanation in the space provided.

What is the perimeter of each square cutout if the volume of the box is at its maximum?
Type your final answer in the box, but show any work/explanation in the space provided.

Which is an appropriate domain for this situation, and why?
Make your selection, and then use the "Show Your Work" space to type an explanation of why.

What is the perimeter of each square cutout if the volume of the box is at its maximum?
Type your final answer in the box, but show any work/explanation in the space provided.

Which is an appropriate domain for this situation, and why?
Make your selection, and then use the "Show Your Work" space to type an explanation of why.