A square piece of green origami paper that is 6 inches on a side is being made into a gift box (with no lid) by cutting congruent squares out of each corner, folding up the sides, and taping the edges.What size squares should you cut out for maximum volume? * O I should not cut out any squares I should cut out squares that are 1 in by 1 in I should cut out squares that are 1/2 in by 1/2 in I should cut out squares that are 3 in by 3 in

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Polynomial And Rational Functions
Section9.4: Graphing Polynomial Functions
Problem 43PS
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A square piece of green origami
paper that is 6 inches on a side is
being made into a gift box (with
no lid) by cutting congruent
squares out of each corner,
folding up the sides, and taping
the edges.What size squares
should you cut out for maximum
volume? *
I should not cut out any squares
I should cut out squares that are 1 in by
1 in
I should cut out squares that are 1/2 in
by 1/2 in
I should cut out squares that are 3 in by
3 in
Transcribed Image Text:A square piece of green origami paper that is 6 inches on a side is being made into a gift box (with no lid) by cutting congruent squares out of each corner, folding up the sides, and taping the edges.What size squares should you cut out for maximum volume? * I should not cut out any squares I should cut out squares that are 1 in by 1 in I should cut out squares that are 1/2 in by 1/2 in I should cut out squares that are 3 in by 3 in
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