1.

Let AX =D be a system of three linear non-homogeneous equations. If |A|=0 and rank (A) = rank ([AD])=alpha, then

Answer»

`AX=D` will have INFINITE NUMBER of solutions when `ALPHA=3`
`AX=D` will have unique solution when `alpha LT 3`
`AX =D` will have infinite number of solution when `alpha lt 3`
`AX =D` will have no solution when `alpha lt 3`

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