prove that opposite sides of a circle circumscribing a circle subtend

1.	prove that opposite sides of a circle circumscribing a circle subtend supplementry angle at center of the circle
Answer» <P>Answer: A circle with centre O touches the sides AB, BC, CD and DA of a QUADRILATERAL ABCD at the points P, Q, R and S respectively. ... Since sum of all the angles subtended at a point is 360°.

prove that opposite sides of a circle circumscribing a circle subtend supplementry angle at center of the circle

Answer»

<P>Answer:

A circle with centre O touches the sides AB, BC, CD and DA of a QUADRILATERAL ABCD at the points P, Q, R and S respectively. ... Since sum of all the angles subtended at a point is 360°.

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prove that opposite sides of a circle circumscribing a circle subtend supplementry angle at center of the circle​

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prove that opposite sides of a circle circumscribing a circle subtend supplementry angle at center of the circle