Is it possible to draw two tangents of different lengths from a common external point ?
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Exactly two tangents can be drawn from an exterior point to a given circle
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Theorem: Exactly two tangents can be drawn from an exterior point to a given circle. The length of these two tangents will be equal, that is
PA= PB. They will subtend equal angle at the center, that is,<POA =< POB <P O A = <P O B.
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