It is known that circle C1: x square plus y square plus 3 is equal to 0. If circle C2 and circle C1 are circumscribed and tangent to the line L: X equal to 1, the trajectory equation of the center of circle C2 is obtained If the tangents of circle C1 are equal on the x-axis and y-axis, the tangent equation is obtained

It is known that circle C1: x square plus y square plus 3 is equal to 0. If circle C2 and circle C1 are circumscribed and tangent to the line L: X equal to 1, the trajectory equation of the center of circle C2 is obtained If the tangents of circle C1 are equal on the x-axis and y-axis, the tangent equation is obtained

The title is wrong
x²+y²+3=0
This is not a circle equation. Please change the title