A company produces handmade shawls and afghans. They spin the yarn, dye it, and then weave it. A shawl requires 1 hour of spinning, 1 hour of dyeing, and 1 hour of weaving. An afghan requires 1 hour of spinning, 2 hours of dyeing, and 4 hours of weaving. There are at most 8 hours available each day for spinning, 10 hours for dyeing, and 16 hours for weaving. Summarize the data in a table. Use the table to write a system of inequalities. Then graph the feasible region. Complete the table. Hours Hours Number Spinning Dyeing Shawls x Afghans y Maximum Number of Hours Available 8 10 Hours Weaving 16
A company produces handmade shawls and afghans. They spin the yarn, dye it, and then weave it. A shawl requires 1 hour of spinning, 1 hour of dyeing, and 1 hour of weaving. An afghan requires 1 hour of spinning, 2 hours of dyeing, and 4 hours of weaving. There are at most 8 hours available each day for spinning, 10 hours for dyeing, and 16 hours for weaving. Summarize the data in a table. Use the table to write a system of inequalities. Then graph the feasible region. Complete the table. Hours Hours Number Spinning Dyeing Shawls x Afghans y Maximum Number of Hours Available 8 10 Hours Weaving 16
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.6: Regression And Median-fit Lines
Problem 2CYU
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