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If ABC is a cyclic triangle and EF parallel BC.Is BEFC is a cyclic quadrilateral and why??10 marks and brainlist sure
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Hey mate here is your answer.
According to the definition, In Eucledian geometry, a cyclic quadrilateral is one which is enclosed within a circle.
We have, ABC is a cyclic triangle.
EF//BC.
The quadrilateral formed, quadBEFC is enclosed in the circle.
Hence it is a cyclic quadrilateral.
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