Set up the division as \(7.248 \div 3\).

\(3 \) into \(7\) goes \(2\) times, remainder \(1\). Bring down \(2\) → \(12\). \(3\) into \(12\) goes \(4\) times exactly. Bring down \(4\) → \(4\). \(3\) into \(4\) goes \(1\) time, remainder \(1\). Bring down \(8\) → \(18\). \(3\) into \(18\) goes \(6\) times.

We use long/short division step by step:

\(12\) into \(58\) goes \(4\) times (\(48\)), remainder \(10\). Bring down \(3\) → \(103\). \(12\) into \(103\) goes \(8\) times (\(96\)), remainder \(7\). Bring down \(2\) → \(72\). \(12\) into \(72\) goes \(6\) times exactly.

\(6\) into \(19\) goes \(3\) times (\(18\)), remainder \(1\). Bring down \(8\) → \(18\). \(6\) into \(18\) goes \(3\) times exactly.