Two circles are given such that they neither intersect nor touch. Then identify the locus of the center of variable circle which touches both the circles externally.

The locus of the centre of the circles which touches both the axes is given by

The locus of the centre of a circle the touches the given circle externally is a _______

Two circles are given such that one is completely lying inside the other without touching.Prove that the locus of the center of variable circle which touches the smaller circle from outside and the bigger circle from inside is an ellipse.

The locus of the center of a circle which touches the circles |z-z_(1)|=a,z-z_(2)=b| externally will be

The locus of the centre of the circle that touch a given circle internally is ________

The locus of the centre of a circle,which touches the circles |z-z_1|=a and |z-z_2|=b externally can be

Find the locus of centres of circles which touch two intersecting lines.

Find the locus of the centres of circles which touch a given line at a given point.

What is the locus of centres of circles which touch a given line at a given point ?