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notebook. AA 1. Two triangles are shown as marked. Which statement must be true about them? A. AABC = ADEF by SAS B. AABC = ADEF by SSS C. AABC = ADEF by ASA D. AABC = ADEF by SAA B 2. WY bisects XWZ, which two aneles are congruent using the

notebook. AA 1. Two triangles are shown as marked. Which statement must be true about them? A. AABC = ADEF by SAS B. AABC = ADEF by SSS C. AABC = ADEF by ASA D. AABC = ADEF by SAA B 2. WY bisects XWZ, which two aneles are congruent using the

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter3: Triangles
Section3.CT: Test
Problem 18CT: Complete all missing statements and reasons in the following proof. Given: RUVRV and 13 Prove: STU...
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Post-test Read each question carefully. Write the letter of the correct answer on a separate sheet or notebook. 1. Two triangles are shown as marked. Which statement must be true about them? A. AABC = ADEF by SAS B. AABC = ADEF by SSS C. AABC = ADEF by ASA D. AABC ADEF by SAA B. C E 2. WY bisects ZXWZ, which two angles are congruent using the definition of angle bisector? A. LX and LZ C. LXWY and LZWY B. LXYW and LZYW D. ZY and zW 3. Given the information about the two triangles by marked on the figure at the right, what additional information is needed to prove that AHIJ AKLM by SAS. H A. HI = KL B. HJ = RM C. ZH = LK D. 4/ LM 4. Given parallelogram PQRS with diagonal PR. Which of the following cannot be used to prove APQR = ARSQ? C. SS A. SAS В. ASA D. SSA R 5. Dis the midpoint of AC and BA = BC, which choice of method can be used to prove that ABDA = ABDC? A. Sss B. SAS C. AAS D. ASA A D C Refer to the given and table below to answer numbers 6 - 10. M F Given: ZE = LM and L is the midpoint of EM. Prove: AFEL E AAML E Statements Reasons LE E LM 6. 7. Given EL ML 8. VAT 9. AFEL = AAML 10. 6. What should be the reason of using LE = LM? A. Definition of midpoint B. Definition of segment bisector 7. What other given is used to prove that AFEL = AAML? A. Lis the midpoint of FL B. ZFLE = LALM 8. What is the reason why EL = ML? C. Given D. prove C. Lis the midpoint of EM D. EL ML A. Definition of segment bisector B. Definition of angle bisector C. Definition of perpendicular bisector D. Definition of midpoint ANALIZA A. REYES MATH 8 QUARTER 3 WEEK 6 Page 8|9 9. Using Vertical Angle Theorem (VAT), what two angles are congruent? A. ZEFL = LMAL B. LFLE = LALM C. LFEL LAML D. LFLM = LALE 10. What should be the right reason to state that AFEL AAML? C. ASA Postulate D. AAS Theorem A. SSS Postulate B. SAS Postulate
Transcribed Image Text:Post-test Read each question carefully. Write the letter of the correct answer on a separate sheet or notebook. 1. Two triangles are shown as marked. Which statement must be true about them? A. AABC = ADEF by SAS B. AABC = ADEF by SSS C. AABC = ADEF by ASA D. AABC ADEF by SAA B. C E 2. WY bisects ZXWZ, which two angles are congruent using the definition of angle bisector? A. LX and LZ C. LXWY and LZWY B. LXYW and LZYW D. ZY and zW 3. Given the information about the two triangles by marked on the figure at the right, what additional information is needed to prove that AHIJ AKLM by SAS. H A. HI = KL B. HJ = RM C. ZH = LK D. 4/ LM 4. Given parallelogram PQRS with diagonal PR. Which of the following cannot be used to prove APQR = ARSQ? C. SS A. SAS В. ASA D. SSA R 5. Dis the midpoint of AC and BA = BC, which choice of method can be used to prove that ABDA = ABDC? A. Sss B. SAS C. AAS D. ASA A D C Refer to the given and table below to answer numbers 6 - 10. M F Given: ZE = LM and L is the midpoint of EM. Prove: AFEL E AAML E Statements Reasons LE E LM 6. 7. Given EL ML 8. VAT 9. AFEL = AAML 10. 6. What should be the reason of using LE = LM? A. Definition of midpoint B. Definition of segment bisector 7. What other given is used to prove that AFEL = AAML? A. Lis the midpoint of FL B. ZFLE = LALM 8. What is the reason why EL = ML? C. Given D. prove C. Lis the midpoint of EM D. EL ML A. Definition of segment bisector B. Definition of angle bisector C. Definition of perpendicular bisector D. Definition of midpoint ANALIZA A. REYES MATH 8 QUARTER 3 WEEK 6 Page 8|9 9. Using Vertical Angle Theorem (VAT), what two angles are congruent? A. ZEFL = LMAL B. LFLE = LALM C. LFEL LAML D. LFLM = LALE 10. What should be the right reason to state that AFEL AAML? C. ASA Postulate D. AAS Theorem A. SSS Postulate B. SAS Postulate
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