Multiple Choice
XYZ Inc. produces two types of printers, called regular and high-speed. Regular uses 2 units of recycled plastic per unit, and high-speed uses 1 unit of recycled plastic per unit of production. XYZ is committed to using at least 5,000 units of recycled plastic per month. A critical machine is needed to manufacture the printers. Each unit of regular requires 5 units of time in this machine, and each unit of high-speed requires 3 units of time. The total time available in this machine per month is 10,000 units. Let be the number of units of regular produced per month and the number of units of high-speed produced per month. Imposing both of these constraints and non-negativity constraints, one of the feasible corner points is (assuming the first number in parenthesis is and the second number in parenthesis is )
A)
B)
C) none exists
D)
E)
Correct Answer:

Verified
Correct Answer:
Verified
Q27: XYZ Inc. produces two types of
Q28: XYZ Inc. produces two types of
Q29: Constraint A: <span class="ql-formula" data-value="2
Q30: XYZ Inc. produces two types of
Q31: Assumptions of linear programming include<br>A) linearity<br>B) additivity<br>C)
Q33: Kathy is on a diet, which
Q34: If a graphically solvable linear program is
Q35: In a graphically solvable linear program,
Q36: Constraint A: <span class="ql-formula" data-value="3
Q37: All linear programming problems with only two