University:
Bradley University
Course:
MTH 119 | Calculus With Review B
Academic year:

2024
Views:

129

Pages:

1
Author:

segolhandworked

Class Name Date Practice 4- 4 Using Congruent Triangles: CPCTC Explain how you can use SSS, SAS,ASA, or AAS with CPCTC to prove . each statement true 1. LA . 3. IX a LP 2 HE a FG A.C = ' \ /A CPCTC / ffr " C ^ CTC. h, AN O'N ? / V VAJP C,P GAC£ _ G r A - VM A 6 ')} C (r A 5 A D K H C . . 6 ZA a AC 4 Z (25 T a AOVX A W £ z ^ OJV/ A S S5 M2 6C 1A PAt CPCTC / 0 £ oA C P C r ^ ( A C5 ' s Ctss Q ^ C Q ’S t c B AA 5 c S C A CPoc ' 7. FG a £>G n D -* 8. . 9 AN a A 2 s f QRP 1 ** •M - * N M F P p E A to PR AH A ^^ _ ^Q _ CPGlC 8 / " G) in ' G ^ ^ 2 P G" CPCTC " A IVAF C c (Vw CO _ F AM -C 03 < C 'PCTIC . o c Write a Plan for Proof c o = 4 . . 11 Given: F7 GH , Z.JFH Prove: FG = / # 10 Given: £D 1 AB, BD J. DE , BC a CD Prove: ZA = Z.F A F B f63) A. > £ C ^ 4 & £ feC D £ o ^. 3 Z Lesson 4-4 Practice o C o 22 G 03 0> CL FAT CTV\ • j C J H ' A '. u -QJ f- V T/_V HA ^ FA Zl As & 44 ZGtfF LU Gr \ v> @ JP» / ^ 03 a O CL A P (r W 'Ft- 3 5k Cfijf, Geometry Chapter 4 t e,fU > * ^. erre lV 3