Divide; state the remainder if one exists:

\(504 \div 3\)

\(168\)

\(399 \div 6\)

\(66\frac{1}{2}\)

\(8979 \div 7\)

\(1282\frac{5}{7}\)

\(3528 \div 7\)

\(504\)

\(3060 \div 5\)

\(612\)

\(972 \div 5\)

\(194\text{ R }2\)

\(336 \div 6\)

\(56\)

\(37204 \div 6\)

\(6200\text{ R }4\)

\(654 \div 4\)

\(163\text{ R }2\)

\(439 \div 6\)

\(73\text{ R }1\)

\(603 \div 8\)

\(75\text{ R }3\)