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One side of a rectangular garden is 3 meters longer than the other side. The garden contains 18 square meters. We would like to find the dimensions of this garden. a) If x represents the shorter length of the garden, set up an equation for the garden's area. b) Set up your equation where one side is factored and the other side is zero. c) Find the solutions to the equation. Separate multiple solutions by a comma. x = d) What are the dimensions of the garden, starting with the shorter length first? meters by meters Submit Question

One side of a rectangular garden is 3 meters longer than the other side. The garden contains 18 square meters. We would like to find the dimensions of this garden. a) If x represents the shorter length of the garden, set up an equation for the garden's area. b) Set up your equation where one side is factored and the other side is zero. c) Find the solutions to the equation. Separate multiple solutions by a comma. x = d) What are the dimensions of the garden, starting with the shorter length first? meters by meters Submit Question

Elementary Algebra
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter9: Roots And Radicals
Section9.4: Multiply Square Roots
Problem 311E: An artist wants to make a small monument in the shape of a square base topped by a right triangle,...
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Question 2 One side of a rectangular garden is 3 meters longer than the other side. The garden contains 18 square meters. We would like to find the dimensions of this garden. a) If x represents the shorter length of the garden, set up an equation for the garden's area. b) Set up your equation where one side is factored and the other side is zero. c) Find the solutions to the equation. Separate multiple solutions by a comma. x = d) What are the dimensions of the garden, starting with the shorter length first? meters by meters Submit Question MacBook Pro
Transcribed Image Text:Question 2 One side of a rectangular garden is 3 meters longer than the other side. The garden contains 18 square meters. We would like to find the dimensions of this garden. a) If x represents the shorter length of the garden, set up an equation for the garden's area. b) Set up your equation where one side is factored and the other side is zero. c) Find the solutions to the equation. Separate multiple solutions by a comma. x = d) What are the dimensions of the garden, starting with the shorter length first? meters by meters Submit Question MacBook Pro
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