For which real numbers and does the following system of linear equations have (i) no solution, (ii) one solution, (iii) infinitely many solutions Determine all solutions (z1, z2, z3) C3 of the system of linear equations using Gauss' algorithm CXI1 12 2x3 I1 3 2x1 I3 2r3 182

Question: For which real numbers and does the following system of linear equations have (i) no solution, (ii) one solution, (iii) infinitely many solutions?

For which real numbers α and β does the following system of linear equations have (i) no solution, (ii) one solution, (iii) infinitely many solutions?

CXI1 + 12 + 2x3 -I1 + 3 + 2x1 + I3

Determine all solutions (z1, z2, z3)⊤ ∈ C3 of the system of linear equations using Gauss' algorithm

2r3 182

CXI1 + 12 + 2x3 -I1 + 3 + 2x1 + I3 2r3 182

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