You are designing a poster which has a border around th printed portion. The border is 2 inches wide on the left and right sides, and 3 inches wide on the top and bottom The entire poster will be a total of 300 square inches, including the borders and printed portion combined. • Write an equation relating the dimensions (the length of the left and right sides of the poster) and y (the width of the top and bottom sides of the poster) to the area A of the printed portion inside the borde using the fact that the whole area of the entire poste is a total of 300 square inches and the dimensions of the border are as described. The equation should

You are designing a poster which has a border around th printed portion. The border is 2 inches wide on the left and right sides, and 3 inches wide on the top and bottom The entire poster will be a total of 300 square inches, including the borders and printed portion combined. • Write an equation relating the dimensions (the length of the left and right sides of the poster) and y (the width of the top and bottom sides of the poster) to the area A of the printed portion inside the borde using the fact that the whole area of the entire poste is a total of 300 square inches and the dimensions of the border are as described. The equation should

Elementary Algebra

17th Edition

ISBN:9780998625713

Author:Lynn Marecek, MaryAnne Anthony-Smith

Publisher:Lynn Marecek, MaryAnne Anthony-Smith

Chapter8: Rational Expressions And Equations

Section8.9: Use Direct And Inverse Variation

Problem 8.175TI: The distance that Brad travels varies directly with the time spent traveling. Brad travelled 660...

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Question

You are designing a poster which has a border around the
printed portion. The border is 2 inches wide on the left
and right sides, and 3 inches wide on the top and bottom.
The entire poster will be a total of 300 square inches,
including the borders and printed portion combined.
• Write an equation relating the dimensions x (the
length of the left and right sides of the poster) and y
(the width of the top and bottom sides of the poster)
to the area A of the printed portion inside the border,
using the fact that the whole area of the entire poster
is a total of 300 square inches and the dimensions of
the border are as described. The equation should
have the form A = f (x, y), so the right side will
have both x and y in it.

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