Introduction to Deductive Geometry

# Introduction to Deductive Geometry - Introduction to...

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1 Introduction to Deductive Geometry Form 2 Section A Multiple Choice Questions 1. In the figure, the reason for AB // DC is A. int. s supp. B. corr. s equal. C. alt. s equal D. vert. opp. s 2. In the figure, AB // CD, Which of the following is true? A. a = e (int. s, AB // CD) B. c = f (alt. s, AB // CD) C. b = d (int. s, AB // CD) D. a = f (corr. s, AB // CD) 3. In the figure, AB // CD // EF and HKB is a straight line. The proof for HB // ED is shown below: GKH (corr. s, AB // CD) = a CDE = DEF = a GKH = CDE HB // ED (corr. s equal) Which of the following gives the correct answers for filling in the blank spaces provided? A. ABK; int. s, CD // EF B. ABK; corr. s, AB // CD C. ABK; alt. s, CD // EF D. BKD; corr. s, CD // EF E D C B A a a d f e c a b D C B A H a a F E D K C B A

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2 4. In the figure, APQ is the angle bisector of BAC in ABC. Which of the following is NOT always true? A. b + c = 90 o B. a + c = d C. 2 a + b + c = 180 D. b c + 2 d = 180 o 5. In the figure, AB // CD and HGFE is a straight line. Which of the following is true? A. FDE = HBG B. FDE = 2 HBG C. FDE = 3 HBG D.

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Introduction to Deductive Geometry - Introduction to...

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