Concept:
The minute hand of a clock completes one full rotation in \(60\) minutes.
One full rotation means it returns to the same direction.
Step 1: Reduce \(210\) minutes modulo \(60\).
\[
210=60\times 3+30
\]
So after \(210\) minutes, the minute hand has completed \(3\) full rotations and then moved an additional \(30\) minutes.
Step 2: Understand \(30\) minutes movement.
In \(30\) minutes, the minute hand moves half a circle.
Half a circle means
\[
180^\circ
\]
Step 3: Apply to the initial direction.
Initially the minute hand is facing South.
After moving \(180^\circ\), it will face the opposite direction.
The direction opposite to South is
\[
\text{North}
\]
Step 4: Final answer.
\[
\boxed{\text{North}}
\]
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