Step 1: Understand the position of the point.}
A point lying outside a circle is called an external point. From such a point, tangents can be drawn to touch the circle without cutting it.
Step 2: Recall the tangent property.}
A tangent touches the circle at exactly one point. From an external point, it is always possible to draw two distinct tangents to the circle.
Step 3: State the result.}
Therefore, the number of tangents that can be drawn to a circle from a point lying outside the circle is:
\[
2
\]