KVPY 2015 7

Algebra

$\left| \begin{array}{ccc} 2014^{2014} & 2015^{2015} & 2016^{2016} \\ 2017^{2017} & 2018^{2018} & 2019^{2019} \\ 2020^{2020} & 2021^{2021} & 2022^{2022} \\ \end{array} \right |$

The remainder when the above determinant is divided by 5 is:

KVPY 2015 7

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