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Systems of Linear Equations Vocabulary

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Date:
Period:
Across
A ___ operation is an operation on one or more rows of a matrix
An ___________ is a conclusion that follows from previously started ideas ideas or reasoning without being explicity stated
Linear ___________ is a method for finding a minimum or maximum value of some quantity, given a set of constraints.
A system of equations that has an infinite set of solutions is a __________ system.
A ________ of a system is a set of values for the variables that makes all the equations true.
A way to display or describe information, you can use a _______________ to present mathematical ideas and data.
A system of _____________ is a set of two or more inequalities using the same variables.
An ________ is a set of statements put forth to show the truth or falsehood of a mathematical claim.
A system of linear equations is __________ if it has at least one solution.
__________ systems are systems that have the same solution(s).
A ______ of equations is a set of two or more equations using the same variables.
To _____ something is use knowledge or information for a specific purpose, such as solving a problem.
Down
A ______ is a rectangular array of numbers written within brackets
An __________ function is a model of the quantity that you want to make as large or as small as possible
The ________ region contains all the values that satisfy the constraints of the objective function
A system of equations that has no solution is an ____________ system.
A system of linear equations that has a unique solution is an ___________ system.
A __________ is a restriction on the variables of the objective function in a linear programming problem
Every item listed in a matrix is an _______ of the matrix.
A ______ system is a set of two or more linear equations that use the same variables.
________ elimination is the process of using row operations on a matrix that represents a system of equations in order to solve the system.
Explain with logical meaning; You can _______ a mathematical argument.