Classifying Consistent Dependent, Consistent Independent & Inconsistent Systems of Linear Equations | Algebra | Study.com
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Classifying Consistent Dependent, Consistent Independent & Inconsistent Systems of Linear Equations | Algebra | Study.com
Learn how to classify consistent dependent, consistent independent, and inconsistent systems of linear equations, and see examples that walk through sample problems step-by-step for you to improve your math knowledge and skills.
Jun 15, 2021
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SOLVED: Solve the system. Select all answers that apply: X 2y 2 = 1 2x - Y - Z = -3 3x - 4y - 32 = 4The system is consistent and independent.The system is inconsistent.The system is consistent and dependent.The system has a unique solution.The system has infinitely many solutions of the form (x, -3x 2, -Sx - 1).The system has no solutions.
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