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CIRCLES | NORMAL TO A CIRCLE AT A GIVEN ...

CIRCLES | NORMAL TO A CIRCLE AT A GIVEN POINT, CHORD OF CONTACT, DIRECTOR CIRCLE AND ITS EQUATION, DIFFERENT CASES OF TWO CIRCLES | Equation of normal in Point form, Chord of contact from a point, Equation of chord bisected at given point, Director Circle and equation, Common Tangents of Two Circles - Direct and Transverse Common Tangent, No. of Direct and Transverse Common Tangents When `|C_1C_2|gt r_1+r_2`, No. of Direct and Transverse Common Tangents When `|C_1C_2|=r_1+r_2`, No. of Direct and Transverse Common Tangents When `|r_1-r_2|lt|C_1C_2| lt r_1+r_2`, No. of Direct and Transverse Common Tangents When `|C_1C_2|=|r_1-r_2|`, No. of Direct and Transverse Common Tangents When `|C_1C_2|lt|r_1-r_2|`, Length of Direct and transverse common tangent, Find all the common tangent to the circles `x^2+y^2-2x-6y+9=0` and `x^2+y^2+6x-2y+1=0`. Find the length of the direct common tangent and indirect common tangent.

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