9. DEVELOPING PROOF Copy and complete the flowchart to show how the Kite Angle Bisector Conjecture follows logically from one of the triangle congruence conjectures. Given: Kite BENY with BE ~ BY, EN ~ YN Show: BN bisects LB Flowchart Proof BE = BY Given EN - YN ABEN = 1 5 412 2 and 2 and ? Given ? Congruence 43 = 1 Definition of shortcut angle bisector Same segment 10. DEVELOPING PROOF Write a paragraph proof or flowchart proof of the Kite Diagonal Bisector Conjecture. Either show how it follows logically from the Kite Angle Bisector Conjecture that you just proved, or how it follows logically from the Converse of the Perpendicular Bisector Conjecture. h 11. Sketch and label kite KITE with vertex angles Z K and Z T and KI > TE. Which angles are congruent? Explain why. 12. Sketch and label trapezoid QUIZ with one base QU . What is the other base? Name the two pairs of base angles. 13. Sketch and label isosceles trapezoid SHOW with one base SH. What is the other base? Name the two pairs of base angles. Name the two sides of equal length