16) Complete reason one ( solve for number one problem 16 under reasons) A definition of...
17) complete reason 2. (Solve problem 17 under reason section No 2) Complete Reason 2. a) Alternating interior angles with parallel lines are congruent b) Vertical angles are congruent c) Corresponding angles with parallel lines are congruent d) Definition of congruent angles e) None of the above Question 17 Given: m 1 70° and m2 = 70° Prove: AABC AXBY B X 2 1 A с PROOF Statements Reasons 1. m1 = 70' and mz2 = 70 1. Problem 16...
20) complete reason 4. ( complete problem 20 under reason section) Complete Reason 4. a) SAS~ b) SSS~ c) Proven d) AA~ e) None of the above Question 20 Given: mZ1 = 70° and m/2 = 70° Prove: AABC NAXBY B х 2 Y 1 A с PROOF Statements Reasons 1. M21 = 70' and m2 = 70 1. Problem 16 2. 21 22 2. Problem 17 3. Problem 18 3. Problem 19 4. AABC-AXBY 4. Problem 20 Complete Reason...
19) complete reason three. (Solve problem 19 under the reason section) Complete Reason 3. a) Substitution b) Angle-Addition Postulate c) Transitive property d) Reflexive property e) None of the above Calculator Given: m 1= 70° and m2 = 70° Prove: AABC - AXBY B X 2 Y A PROOF Statements Reasons 1. M21 = 70' and m 2 = 70 1. Problem 16 2. 21 22 2. Problem 17 3. Problem 18 3. Problem 19 4. AABC-AXBY 4. Problem 20...
18) complete statement three. (solve problem 18 understatements) Complete Statement 3. a) BX¯line¯≅BX line b) ∠BXY≅∠BAC c) ∠BYX≅∠BCA d) ∠B≅∠B e) None of the above Calculator QuestiVI TO Given: mZ1 = 70° and mZ2 = 70° Prove: AABC - AXBY B Х 2 Y с PROOF Statements Reasons 1. M21 -70' and 2270 1. Problem 16 2. 21 22 2. Problem 17 3. Problem 18 3. Problem 19 4. AABC NAXBY 4. Problem 20 Complete Statement 3. a) OBXBX
Q7 Find the value of n in APQR. 58 R 32 64 58 90 Complete the proof. Given: BD 1 AB, BD 1 DE, BC = DC B Prove: ZA = ZE с D E Statements Reasons 1) BD 1 AB, BD 1 DE 2) LCDE and ZCBA are right angles. 3) ZCDE = Z CBA 1) a. 2)Definition of perpendicular lines. 3) b. 4) ZECD = LACB. 5) BC = DC 4) Vertical angles are congruent. 5) C. 6)...
3. Fill in the missing statements and reasons in the proof. (5 points; 1 point for each blank) Given: PQRS is a parallelogram. Prove: PR and QS bisect each other at T. R Statements 1. PQRS is a parallelogram. Reasons 1. Given 2. Definition of a parallelogram. 2. PQ is parallel to RS 3. m212 m23 m22m24 3. 4. PQ - RS 4. Opposite sides of a parallelogram are congruent. 5. APQT = ARST. 5. 6. PT RY QT ST...
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
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...
2 (1) For z E C, define exp z - n-0 (a) Prove that the infinite series converges absolutely for z E C (b) Prove that when z є R, the definition of exp z given above is consistent with the one given in problem (2a), assignment 16. Definition from Problem (2a): L(x(1/t)dt E(z) = L-1 (z) 2 (1) For z E C, define exp z - n-0 (a) Prove that the infinite series converges absolutely for z E C...
QUESTION 1 Quadrilateral WXZY is a square. If the measure of angle XYZ = 4x + 15, find the value of x. 15 15 18.75 7.5 2 points QUESTION 2 Determine whether parallelogram JKLM with vertices J(-1, 1), K(4, 1), L(4, 6) and M(-1, 6) is a rhombus, square, rectangle or all three. rhombus square rectangle rhombus, square and rectangle 2 points QUESTION 3 In rectangle JKLM, JK is equal to 12 feet, and LN is equal...