Two Tangent Circles, Different Sizes, Point Inside A Circle

Steps

1. Draw a point B₁ where the circles touch eachother.
2. Draw a line segment AB₁.
3. Draw an axis of the line segment AB₁. The centre of the final circle belongs to this axis.
4. Draw a line h going through the centres of the given circles - points B and C.
5. The intersection point of the line segment AB₁ and the line h is named S₁ and it is the centre of the final circle.
6. Draw the final circle the centre of which is the point S₁ and which goes through the point A.
7. The final circle of the task "point, circle, circle"