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OpenStudy (anonymous):
Three disjoint circles of unequal radii lie in the plane, their centers being non-collinear. pairs of tangents are drawn to each pair of circles such that the point of intersection of the two tangents to each pair of circles lies beyond the two circles. Prove that the three intersections points are collinear.
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OpenStudy (ddcamp):
|dw:1368675693081:dw|
OpenStudy (anonymous):
this doesnt really help as i already had this.
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