Consider the below statements -

(i) For a matrix system AX = B, there will be a unique solution only iff |A| ≠ 0.

(ii) A system of equations will always be inconsistent if |A| = 0.

(iii) If |A| = 0 and (adjA)B = 0, then the system will have infinite solutions.

(iv) For consistency |A| will always be non-zero. 

Then which of the following statements are true?

1
(ii) and (iii)
2
(i) and (iii)
3
(i) and (ii)
4
(i) and (iv)

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