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7.6: Consistent and Inconsistent Linear Systems

Difficulty Level: Basic Created by: CK-12
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Vocabulary

consistent system

A system where the two equations overlap at one, multiple, or infinitely many points is called a consistent system.

consistent-dependent system

When solving a system of coincident lines, the resulting equation will be without variables and the statement will be true. You can conclude the system has an infinite number of solutions. This is called a consistent-dependent system.

inconsistent system

A system with no solutions is called an inconsistent system. For linear equations, this occurs with parallel lines.

substitute

In algebra, to substitute means to replace a variable or term with a specific value.

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Difficulty Level:
Basic
Grades:
8 , 9
Date Created:
Feb 24, 2012
Last Modified:
Aug 16, 2016
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