\( \definecolor{colordef}{RGB}{249,49,84} \definecolor{colorprop}{RGB}{18,102,241} \)
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In the Euclidean division of \(\textcolor{olive}{-17}\) by \(\textcolor{colordef}{5}\), what are the unique quotient \(\textcolor{colorprop}{q}\) and remainder \(\textcolor{orange}{r}\)?
\(\textcolor{colorprop}{q} = -4\) and \(\textcolor{orange}{r} = 3\)
\(\textcolor{colorprop}{q} = -3\) and \(\textcolor{orange}{r} = -2\)
\(\textcolor{colorprop}{q} = -3\) and \(\textcolor{orange}{r} = 2\)
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