Question

Consider the following linear system:

x1+x3=a
x2+2x4=0
x1+2x3+3x4=0
2x2+3x3+βx4=3

Find all value(s) of the parameters αα and ββ which give the system:
(i) a unique solution
(ii) infinitely many solutions
(iii) no solutions

x1,x2,x3,x4 means like a,b,c,d. coeffiecient before it is real

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