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- 1. Multiple Choice
A region that is bounded when the graph of a system of constraints is a polygonal region
bounded region
feasible region
unbounded region
- 2. Multiple Choice
a system of equations that has at least one solution
consistent system
dependent system
inconsistent system
- 3. Multiple Choice
conditions given to variables, often expressed as linear inequalities
constraints
elimination method
vertex
- 4. Multiple Choice
a consistent system of equations that has an infinite number of solutions
dependent system
independent system
system of equations
- 5. Multiple Choice
eliminate one of the variables in a system of equations by adding or subtracting the equations
elimination method
substitution method
linear programming
- 6. Multiple Choice
the intersection of the graphs in a system of constraints
feasible region
bounded region
unbounded region
- 7. Multiple Choice
a system of equations that has no solutions
inconsistent system
consistent system
independent system
- 8. Multiple Choice
A system of equations that has exactly one solution
independent system
dependent system
consistent system
- 9. Multiple Choice
the process of finding the maximum or minimum values of a function for a region defined by inequalities
linear programming
system of inequalities
ordered triple
- 10. Multiple Choice
the coordinates of a point in space OR the solution to a system of equations in three variables x, y, and z
ordered triple
vertex
linear programming
- 11. Multiple Choice
a method of solving a system of equations in which one equation is solved for one variable in terms of the other
substitution method
elimination method
replacement method
- 12. Multiple Choice
a set of equations with the same variables
system of equations
system of inqualities
consistent system
- 13. Multiple Choice
a set of inequalities with the same variables
system of inequalities
system of equations
inconsistent system
- 14. Multiple Choice
a system of inequalities that forms a region that is open
unbounded region
bounded region
feasible region
- 15. Multiple Choice
any of the points of intersection of the graphs of the constraints that determine a feasible region
vertex
ordered triple
bounded region
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