For each system of linear equations, classify.The system of equation of equations is:a) consistent independentb) consistent dependentc) inconsistentThis means the system has:a) a unique solutionb) infinitely many solutionsc) no solutionI) L i n e 1 : y = − 2 x − 1 L i n e 2 : y = − x + 1II) L i n e 1 : y = − 1 2 x + 2 L i n e 2 : y = − 1 2 x − 3III) L i n e 1 : y = 2 x + 2 L i n e 2 : − 2 x + y = 2

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For each system of linear equations, classify.The system of equation of equations is:a) consistent independentb) consistent dependentc) inconsistentThis means the system has:a) a unique solutionb) infinitely many solutionsc) no solutionI)   L  i  n      e    1    :     y  =  −  2  x  −  1    L  i  n      e    2    :  y  =  −  x  +  1II)   L  i  n      e    1    :     y  =            −      1        2    x  +  2    L  i  n      e    2    :  y  =            −      1        2    x  −  3III)   L  i  n      e    1    :     y  =  2  x  +  2    L  i  n      e    2    :  −  2  x  +  y  =  2

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Step 1I) Answer 1: consistent independentAnswer 2: a unique solution (-2, 3)II) Answer 1: inconsistentAnswer 2: no solutionIII) Answer 1: consistent dependentAnswer 2: infinitely many solutions

For each system of linear equations, classify. The system of equation of equations is: a) inconsistent; b) consistent independent

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