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well we should first define a non-singular matrix ie \[\det A \ne0\]
then?
\[\huge a_{11}a_{22}=a_{12}a_{21}\]
since \[\det A=a_{11}a_{22}-a_{12}a_{21}\ne 0\] ie it shud have an inverse i meant\[\huge a_{11}a_{22} \ne a_{12}a_{21}\]
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but we are given\[\huge a_{11}= a_{22}\implies a_{11}a_{22} =b^2=a_{12}a_{21}\] we have to find such pairs where \[b \in {(0,1,2)}\]
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