Jada has 42 feet of fencing to make the enclosure next to her house. Jada will only need to fence around three sides and will use the house for the fourth side of the enclosure. She wants the length of the fence (parallel to the house) to be 2 feet more than three times the width. Using L for the length of the fenced enclosure and W for the width of the fenced enclosure, translate this to a system of equations and solve for the length and width.
Jada has 42 feet of fencing to make the enclosure next to her house. Jada will only need to fence around three sides and will use the house for the fourth side of the enclosure. She wants the length of the fence (parallel to the house) to be 2 feet more than three times the width. Using L for the length of the fenced enclosure and W for the width of the fenced enclosure, translate this to a system of equations and solve for the length and width.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Jada has 42 feet of fencing to make the enclosure next to her house. Jada will only need to fence around three
sides and will use the house for the fourth side of the enclosure. She wants the length of the
fence (parallel to the house) to be 2 feet more than three times the width. Using L for the length
of the fenced enclosure and W for the width of the fenced enclosure, translate this to a system
of equations and solve for the length and width.
sides and will use the house for the fourth side of the enclosure. She wants the length of the
fence (parallel to the house) to be 2 feet more than three times the width. Using L for the length
of the fenced enclosure and W for the width of the fenced enclosure, translate this to a system
of equations and solve for the length and width.
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