Consider Two Tangent Circles Touching At The Point X. The Centers Of The Circles Are P And Q, Respectively. Neither Circle Contains The Other Circle. Let The Line PQ Intersect The Circles At The Points A, B, And X. The Larger Circle Touches The Side CD Of

匿名用户最后更新于 2021-12-01 19:14 数学类Mathematics

Consider two tangent circles touching at the point X. Thecenters of the circles are P and Q, respectively. Neither circlecontains the other circle. Let the line PQ intersect the circles atthe points A, B, and X. The larger circle touches the side CD ofthe rectangle ABCD at the point T. What is the area of triangle PQTif the area of ABCD is 15?

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Consider Two Tangent Circles Touching At The Point X. The Centers Of The Circles Are P And Q, Respectively. Neither Circle Contains The Other Circle. Let The Line PQ Intersect The Circles At The Points A, B, And X. The Larger Circle Touches The Side CD Of

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