The correct option is (A): 4 Explanation: The number of tangents that can be drawn to two non-intersecting circles depends on their positions relative to each other. For two non-intersecting circles, there are four possible tangents: 1. Two external tangents: These tangents touch both circles from the outside. 2. Two internal tangents: These tangents pass between the two circles. Since the question specifies that the circles do not intersect, the total number of tangents that can be drawn is **4**. So, the answer is Option A: 4.