of the sum of either pair of opposite angles is 180 degrees then the quadrilateral is cyclic
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Given the sum of pair of opposite angles of a quadrilateral is 180° we have to prove that the quadrilateral is cyclic. Let us assume that the quadrilateral ABCD is not cyclic i.e Let the point D does not lie on the circle which makes the quadrilateral non-cyclic.
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Answer:
Given the sum of pair of opposite angles
of a quadrilateral is 180° we have to
prove that the quadrilateral is cyclic.
Let us assume that the quadrilateral ABCD
is not cyclic.
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