Question: ffPart Three: Problem Sets Problem Set A A D 1 Given: AB = DC, F AC = DB Prove: AABC = ADCB B 2 Given:

\f\fPart Three: Problem Sets Problem Set A A D 1 Given: AB = DC, F AC = DB Prove: AABC = ADCB B 2 Given: LFGH is a right _. LJHG is a right _. K FG = JH Prove: AFGHANHG G HN C 4 D 5 Given: JH = KH, H HG = HM, 6 45 = 46 5 M Conclusion: AJHG = AKHM G K Problem Set B 6 Given: 21 is comp. to Z2. A D 43 is comp. to 24. 41 = 23 m Conclusion: AB = CD 3 2 4 B C NNov 15 Chad Jenkins posted a new assignment: Week 15 (Mon) - #23(1 3 5 0 in y Given: Y WV bisects AX. Z LA = LX, Conclusion: ZW = YW 5 6 A W 10 Given: B is the midpt. of AC. A E is the mdpt. of AD. 27 = 48, ZECD = LBDC m Prove: AC = AD C D 11 Given: Two triangles, joined along PQ P and standing on a desktop, PS = PR, LQPS = LQPR\fJenkins -4 4 x Geometry H - Jenkins - 4 Com. google.com/U/1/6/NTM4NDgZNDK40DQ4 Animesh Ka No Cha Nov 1 Problem Set A G 1 If the perimeter of AEFG is 32, is AEFG X +7 scalene, isosceles, or equilateral? 10 F E 2x - 3scalene, isosceles, or equilateral? 10 X+ 7 E 2x - 3 F 2 Classify each of the triangles as scalene, isosceles, or equilateral. a C 10 8 e X 7 x+ 1 9 x+2 7 b d A C m AB > AC D AC > BC B DE

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