The Shredder, Inc. produces two types of paper shredders, home and office. The office model requires 4 hours to assembly and 6 finishing work units for finishing work, the home model requires 3 hours to
assemble and 6 finishing work units for finishing. The maximum number of assembly hours available is 72
per day, and the maximum number of finishing hours available is 132 per day.
Let 2 = the number of office model shredders produced per day and y = the number of home model
shredders produced per day.
Write the system of inequalities that represents the maximum number of shredders that can be produced in
one day.
NOTE: 4 inequalities are expected.
572
< 132