Two circles touch each other extenally at the point A. A common tangent drawn to two circles at the point A is a `"______"` common tangent. (direct/ transverse)

Common tangent to two circles

Two circles touch each other externally at point P.A common tangent AB is drawn touching the circles at A and B.Find /_APB .

In the given figure, two circles touch each other externally at the point C. Prove that the common tangent to the circle at C bisects the common tangents at P and Q.

Two equal circle touch each other externally at C and AB is a common tangent to the circle. Then. angleACB=……. .

Two circles touch each other externally. Prove that the lengths of the tangent drawn to the two circles from any point on the common tangent lie at the point of contact of two circles are equal .

Two circles touch each other externally at the point C. AB is a common tangent to both the circels and touches the circle at the points A and B. Then the value of angle ABC is [GP-X]

Two circles touch each other internally. Show that the tangents drawn to the two circles from any point on the common tangent, are equal in length.

Two circles touch each other externally at a point P and a direct common tangent touches the circles at the points Q and R respectively. Then angle QPR is