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$\Rightarrow $  Rank of  a matrix  is Non Zero Singular Values .

Proof- http://faculty.washington.edu/trogdon/105A/html/Lecture25.html

$\Rightarrow $ But here non zero eigen values are also given which means Full rank must be there .

From both of these we can Conclude that  No such Matrix exist. So option $C$ should be Ans.

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