if the non parallel sides of trapezium are equal prove it is cyclic
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Step-by-step explanation:
The trapezium is symmetric so the angles ∠DAB and ∠ABC are equal. So we have ∠ABC+∠CDA=π, i.e. we have opposite angles in the trapezium add up to π. This is necessary and sufficient for a quadrilateral to be cyclic
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Answer:
they are opposite. so they are equal.
sum of all angles of a quadrilateral is 360 degree.
since the sum of two angles is 180. the opposite sides are equal.
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