A landscaper wants to install a border around a small rectangular lap pool. The pool measures 12 feet 8 inches long by 8 feet 6 inches wide. He wants the border to be 1 foot wide, as shown in the diagram below: In order to make the border, the landscaper decides to crush recycled tile and then lay the pieces down in a mosaic. If each tile will cover 4 2/3 square feet, how many tiles will the landscaper need to complete the border? Keep in mind that the landscaper can ONLY purchase whole tiles (i.e., he cannot buy a fraction of a tile).
A landscaper wants to install a border around a small rectangular lap pool. The pool measures 12 feet 8 inches long by 8 feet 6 inches wide. He wants the border to be 1 foot wide, as shown in the diagram below: In order to make the border, the landscaper decides to crush recycled tile and then lay the pieces down in a mosaic. If each tile will cover 4 2/3 square feet, how many tiles will the landscaper need to complete the border? Keep in mind that the landscaper can ONLY purchase whole tiles (i.e., he cannot buy a fraction of a tile).
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter5: Linear Inequalities
Section5.2: Solving Inequalities By Multiplication And Division
Problem 3AGP
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A landscaper wants to install a border around a small rectangular lap pool. The pool measures 12 feet 8 inches long by 8 feet 6 inches wide. He wants the border to be 1 foot wide, as shown in the diagram below:
In order to make the border, the landscaper decides to crush recycled tile and then lay the pieces down in a mosaic. If each tile will cover 4 2/3 square feet, how many tiles will the landscaper need to complete the border? Keep in mind that the landscaper can ONLY purchase whole tiles (i.e., he cannot buy a fraction of a tile).
Transcribed Image Text:1ft
1ft
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