Instruction: Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps 1. Solution must be hand-written 2. Step by step clear explanation 12. b) A person wants to build a rectangular garden along the side of a house with fences on the other three sides. Find the dimensions of the largest garden that can be enclosed using 80 feet of fencing.
Instruction: Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps 1. Solution must be hand-written 2. Step by step clear explanation 12. b) A person wants to build a rectangular garden along the side of a house with fences on the other three sides. Find the dimensions of the largest garden that can be enclosed using 80 feet of fencing.
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter3: Math Models
Section3.4: Solve Geometry Applications: Triangles, Rectangles, And The Pythagorean Theorem
Problem 3.86TI: The width of a rectangle is 21 meters. The area is 609 square meters. What is the length?
Question
" Do not use AI"
"Answer must be hand written"

Transcribed Image Text:Instruction:
Course Name: Calculus with Analytical Geometry-1
Course Code: MATH 132
Do not use Artificial Intelligent Apps
1. Solution must be hand-written
2. Step by step clear explanation
12.
b)
A person wants to build a rectangular garden along the side of a house with fences on the other
three sides. Find the dimensions of the largest garden that can be enclosed using 80 feet of fencing.
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