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Common tangents ab and cd to 2 circles intersect at e. prove that ab=cd​

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Answer:

AB and CD are common TANGENTS on both the circles. AB and CD intersect at E.

AB and CD are common tangents on both the circles. AB and CD intersect at E.Now, EA=EC (Tangents DRAWN on circle from same point)

AB and CD are common tangents on both the circles. AB and CD intersect at E.Now, EA=EC (Tangents drawn on circle from same point)EB=ED (Tangents drawn on circle from same point)

AB and CD are common tangents on both the circles. AB and CD intersect at E.Now, EA=EC (Tangents drawn on circle from same point)EB=ED (Tangents drawn on circle from same point)EA+EB=EC+ED,

AB=CD.

Step-by-step explanation:

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