A farmer wants to fence an area of 6 million Square feet in a rectangular field and a divided in half with a fence parallel to one of those sides of the rectangle. What should the length of the sides of the rectangular field be so that them minimal cost of the fence is achieved. ———-ft smaller value ———- ft larger value
A farmer wants to fence an area of 6 million Square feet in a rectangular field and a divided in half with a fence parallel to one of those sides of the rectangle. What should the length of the sides of the rectangular field be so that them minimal cost of the fence is achieved. ———-ft smaller value ———- ft larger value
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter10: Quadratic Equations
Section10.4: Solve Applications Modeled By Quadratic Equations
Problem 10.80TI: The distance between opposite corners of a rectangular field is four more than the width of the...
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A farmer wants to fence an area of 6 million Square feet in a rectangular field and a divided in half with a fence parallel to one of those sides of the rectangle. What should the length of the sides of the rectangular field be so that them minimal cost of the fence is achieved.
———-ft smaller value
———- ft larger value
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