Hello, I need help on solving this problem, please. Cartwell Associates, a real state de veloper, is planning to build a new apartment complex consisting of x one-bedroom units, y two-bedroom townhuses and z three-bedroom townhouses. A total of 198 units are planned, and the number of family units (two-and three-bedroom townhouses) will equal the number of one-bedroom units. If the number of one bedroom units will be 3 times the number of three-bedroom units, find how many units of each type will be in the complex _______________=198 _______________=y+z _______________=3z
Hello, I need help on solving this problem, please. Cartwell Associates, a real state de veloper, is planning to build a new apartment complex consisting of x one-bedroom units, y two-bedroom townhuses and z three-bedroom townhouses. A total of 198 units are planned, and the number of family units (two-and three-bedroom townhouses) will equal the number of one-bedroom units. If the number of one bedroom units will be 3 times the number of three-bedroom units, find how many units of each type will be in the complex _______________=198 _______________=y+z _______________=3z
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
Problem 61SE: Last year, at Haven's Pond Car Dealership, for a particular model of BMW, Jeep, and Toyota, one...
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Hello,
I need help on solving this problem, please.
Cartwell Associates, a real state de veloper, is planning to build a new apartment complex consisting of x one-bedroom units, y two-bedroom townhuses and z three-bedroom townhouses. A total of 198 units are planned, and the number of family units (two-and three-bedroom townhouses) will equal the number of one-bedroom units. If the number of one bedroom units will be 3 times the number of three-bedroom units, find how many units of each type will be in the complex
_______________=198
_______________=y+z
_______________=3z
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