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I'm not sure whether I'm correct or not.

My approach is -

As Ax = 0 and Ay = 0 , so x and y are null space of A. So dimension of NullSpace = 2

now -

Dimension of Matrix(3) = Rank + Dimension of NullSpace(2)

so, Rank = 3 - 2 = 1

Now Range of a matrix means Column Space of Matrix.

So Dimension of Column Space of Matrix = Rank of Matrix = 1

So in my opinion 1 is the answer.

Please tell the correct answer.
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