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Theorem 52
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Similar Triangles
areas
pythagoreanTheorem
circles
quadrilaterals
threeDimensionalGeometry
trigonometry
conic
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exercises solutions
Theorem 52
Given a quadrilateral $ABCD, AB=a, BC=b, CD=c, DA=d$, there is one and only one quadrilateral which is cyclic and have side lengths $a, b, c, d$ in that order.
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