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Angle Ratio Ascertainment 6 (Posted on 2016-08-14) |
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The point T is located in the interior of triangle EFG such that: :
∠TEF = ∠TEG=(∠FEG + ∠EGF)/4
S denotes the foot of the angle bisector of ∠EFG
The line TS is extended to meet the circumcircle of triangle ETG at point U
Find ∠EUF/∠FUG
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