Three Circles with centers C1, C2, C3 are tangents to each other. PC is a common tangent to all three circles which touch circles with center C1 and C2 at A, B respectively. Find the relation between PA.PB and PC?

Question

ROSHAN MUJEEB · Answer

Jitender Saini · Answer

Can you please calrify How did you get the relation PA*PC = PB^2 ? I am unable to drive that relation.

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Three Circles with centers C1, C2, C3 are tangents to each other. PC is a common tangent to all three circles which touch circles with center C1 and C2 at A, B respectively. Find the relation between PA.PB and PC?

Three Circles with centers C1, C2, C3 are tangents to each other. PC is a common tangent to all three circles which touch circles with center C1 and C2 at A, B respectively. Find the relation between PA.PB and PC?

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Three Circles with centers C1, C2, C3 are tangents to each other. PC is a common tangent to all three circles which touch circles with center C1 and C2 at A, B respectively. Find the relation between PA.PB and PC?

Three Circles with centers C1, C2, C3 are tangents to each other. PC is a common tangent to all three circles which touch circles with center C1 and C2 at A, B respectively. Find the relation between PA.PB and PC?

2 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Analytical Geometry

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