Algebra II - Sections 3.1 - 3.5
Quiz yourself by thinking what should be in
each of the black spaces below before clicking
on it to display the answer.
Help!
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| Two or more equations with the same variables. | Systems of Equations
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| A system with at least one solution. | Consistant
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| A system that has no solutions. (i.e. Parallel lines.) | Inconsistant
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| A system with exactly one solution. | Independent
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| A system with an infinite number of solutions. (i.e. When each equation in the system makes the same line.) | Dependent
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| The method of solving a system in which one equation is solved for one variable in terms of the other. | Substitution Method
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| The method of solving a system by eliminating one variable in the system by adding or subtracting the equation. | Elimination Method
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| Two or more inequalities with the same variables. | System of Inequalities
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| Conditions given to variables, often expressed as linear inequalities. | Constraints
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| The intersection of the graphs in a system of constraints. | Feasible Region
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| A regions is bounded when the graph of a system of constraints is a polygonal region. | Bounded
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| The maximum or minimum value that a linear function has for the points in a feasible region. | Vertices
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| A system of inequalities that forms a region that is open. | Unbounded
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| The process of finding the maximum or minimum values of a function for a region defined by inequalities. | Linear Programming
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| 1. The coordinates of a point in space. 2. The solution of a system of equations in three variables (x, y, and z.) | Ordered Triple
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