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proof. Reorder to sequence to for the GIVEN: MZA + m2B = MZBCD PROVE: mZACB +...
Given: 21 and 23 are supplementary. Prove: а || b 3 alb 21 and 23 are supplementary. a. ? d. ? Supplements of the same are e._? b. ? Def. of linear pair 21 and 22 are supplementary. c. ? Which statement can be used in blank e? Converse of the same-side interior angles theorem O Converse of the corresponding angles postulate Converse of the same-side exterior angles theorem Given: 21 and Z3 are supplementary. Prove: a | b b...
Zoom Add Page Insert Table Chart Text Shape Media Comment Statements Reasons 1) 1 2) ? 3) ZA a LCDE 4) 1 1) Given 2) Vertical Angles are a 3) 2 4) Definition of Congruence 5) 2 6) Subtraction Property of Equality 72 5) 11x + 20 = 12x + 15 5) 1 7) 1 Given: 21 - 25 Prove: 22-26 Plan to complete proof Statements Reasons 21.25 22 and 21 are supplementary Linear Pair Postulate
Given: L1L2 Prove: ZSXQ = ZRXP Which of the following is the reason for statement 4? 3 Statements Reasons 1.Z1L2 1 2. mZ1= m42 2. 3. m41 +mZ3= mZSXQ and mZ2 +m/3 mZRXP 3. 4. mZ1+m43 = mZ2 + m43 4. 5. MZSXQ mZRXP 6. ZSXQ ZRXP = 6 Given: 41 22 Prove: ZSXQ ZRXP Which of the following is the reason for statement 4? 3 X Statements Reasons 1. Z1 22 1. 2. mZ1-m/2 2 3. mZ1+mZ3 = mZSXQ...
PERIOD DATE SCORE NAME 4 Standardized Test Practice (Chapters 1-4) Part 1: Multiple Choice Instructions: Fill in the appropriate circle for the best answer 1. If m_1 = 5x - 4 and m_2 = 52 - 9y, which values for x and y would make i and 22 complementary? (Lesson 1-5) Ar=2 y=12 Cx=12, y = 2 Bx=27, y Dr 1. 3 y=27 J 0 2. Which is not a polygon? (Lesson 1-6) G H G H F 3. Complete...
Complete the proof for proving that the diagonals of an isosceles trapezoid are congruent 19 Given: Trapezoid EFGH with FE = GH F-b, c) G(b, c) Prove: EG = HF E(-a, 0) 01 H(a,0) Proof: By the Distance Formula, EG = a. ? and HF = b._? By the transitive property of congruence, EG = HF. Therefore, EG = HF by the definition of congruence. Fill in the blank for space a. Proof: By the Distance Formula, EG = a....
2. Problem: Given Q(x)=2(2-1) . Give a step-by-step(δ Proof to prove that: lim QCx) 1. ing the ε-δ definition you are using for this problem in terms of the formula of Q(x) and limit value