Question: Let ABCD be a trapezoid inscribed in a circle with AB and CDparallel. Let S be the centre of the circle and E the intersection
Let ABCD be a trapezoid inscribed in a circle with AB and CDparallel. Let S be the centre of the circle and E the intersection point of the diagonals AC and BD. Prove that ∠CEB = ∠CSB.
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To prove CEB CSB we will use properties of cyclic quadrilaterals and some basic geometry concepts He... View full answer
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