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MATH / In triangle ABC, angle C is a right angle and CB>CA. Point D is located on (BC)¯ so that angle CAD is twice angle DAB. If (AC)/(AD)=(2)/(3), then find (CD)/(BD). · Discussion

Discussing In triangle ABC, angle C is a right angle and CB>CA. Point D is located on (BC)¯ so that angle CAD is twice angle DAB. If (AC)/(AD)=(2)/(3), then find (CD)/(BD). · MATH

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