Please help me with this question by using these three theorems in picture 1. It is not graded it is just numbers 1) and 2) TO PROVE THAT A QUADRILATERAL IS CYCLICtheorems are used to prove that a given quadrilateral is cyclic.Theorems 4 to 6 were about the properties of a cyclic quadrilateral. The converses of theseIf the opposite angles of a quadrilateral are supplementary, then the quadrilateral is cyclic.CONVERSE OF THEOREM 4EsonBBr• +X =180°Quadrilateral ABCD with ÊB+D=180°Given:Conclusion: ABCD is a cyclic quadReason:opp Zs of quad supplCONVERSE OF THEOREM 5Tfan exterior angle of a quadrilateral is equal to the opposite interior angle then the quadrilateral isсyclic.Br- --Given:Quadrilateral ABCD with BC extended to E. BÂD=EĈD.Conclusion: ABCD is a cyclic quadReason:ext Z of quad = opp int ZCONVERSE OF THEOREM 6If a line segment joining two points subtends equal angles at two points on the same side of the linesegment, then the four points are concyclic.BFour points A, B, C and D with A and D on the same side of BC. BẬC=B.CReason:Given:Conclusion: ABCD is a cyclic quadline subtends = Zs53 (h)In the following sketch, EFG is a tangentto circle BFC at F.TO 1(1)Prove that ABCD is a cyclicquadrilateral.If B, = x, express the followingThe(2)COin terms of x. Give reasons:If a(i)tang(ii)(iii)EStatementReasonGivComCOIf a

Name: Please help me with this question by using these three theorems in pic
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Please help me with this question by using these three theorems in picture 1. It is not graded it is just numbers 1) and 2) TO PROVE THAT A QUADRILATERAL IS CYCLICtheorems are used to prove that a given quadrilateral is cyclic.Theorems 4 to 6 were ab