Question: PROOF Complete the two-column proof. The statements are provided on the left. Drag the reasons to the corresponding statements. C Given: Quadrilateral ABCD is circumscribed

PROOF Complete the two-column proof. The statements are provided on the left. Drag the reasons to the corresponding statements. C Given: Quadrilateral ABCD is circumscribed about OP. Prove: AB + CD = AD +BC Proof. @ Instructions 1. Quadrilateral ABCD is circumscribed about OP 2. Sides AR. BC, CD, and DA are tangent to OP at points H, G, F, and E respectively. 3. EA - AH: HB - BG; GC - CF: FD = DE 4. AB = AH + HB; BC = BG + GC. CD = CF +FD. DA = DE+FA 5. AB + CD = AH + HB +CF +FD. DA + BC = DE+ FA + BG +GC 6. AB + CD = AH + BG +GC+FD. DA + BC = FD +AH +BG+GC

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