👉 In geometry, a superinsscribed circle is a circle that touches (superimposes) another circle. This means that it is completely or partially inside the second circle. For example, consider two circles with radii 1 and 2 units respectively. The first circle would be superinsscribed by the second if it were to touch the second circle at its center. In this case, the superinsscribed circle would have a radius of 3 units (since it's completely
