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A consistent dependent system of linear equations has solution(s) an.pdf

A consistent dependent system of linear equations has infinite solutions, represented by lines that completely overlap each other. A consistent system always has at least one solution, while a dependent system has infinite solutions, leading to the conclusion that a consistent dependent system must also have infinite solutions.

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A consistent dependent system of linear equations has solution(s) and the lines graphed will Solution A consistent dependent system of linear equations has infinite solution(s) and the lines graphed will be the same line. (completely overlap each other) Reason: Consistent system has at least one solution. A dependent system has infinite solutions. So a consistent dependent system has infinite solutions.

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A consistent dependent system of linear equations has solution(s) an.pdf

  • 1.
    A consistent dependentsystem of linear equations has solution(s) and the lines graphed will Solution A consistent dependent system of linear equations has infinite solution(s) and the lines graphed will be the same line. (completely overlap each other) Reason: Consistent system has at least one solution. A dependent system has infinite solutions. So a consistent dependent system has infinite solutions.