Two circles touches each other at a point c prove that the common tangents to the circles at c bysects the common tangent p and q
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Step-by-step explanation:
PR = RC [Tangents from an external point to the same circle are equal]
RQ = RC [Tangents from an external point to the same circle are equal]
⸫ R is the midpoint of P and Q.
Hence, the common tangent at C bisects P and Q.
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