For Items 11-13, supply the missing statement/reason to complete the following proof. Choose theanswers in the box below.Given: MQINPProve: AQMO~APNOProof:ReasonsStatements(11)1.1. Given2. Corresponding angles formed by parallellines cut by a transversal are congruent(12)(13)2. LN E LM3.3. 204. ΔΟΜΟ~ΔΡΝΟ4.A. SAS SimilarityB. MQ||NPC. Reflexive PropertyD. AA SimilarityFor Items 14- 16, supply the missing statement/reason to complete the following proof.Choose the answers in the box below.NOGiven:QOPOMAProve: AMNO APQOProof:StatementsReasonsPO1.(14)NO1.002.MO2. Vertical angles are congruent.(16)(15)3. ΔΟΜΟ~ΔΡΝΟ3.A. SAS SimilarityB. LMON E LPOQC. SSS SimilarityD. Given,aeniggiinbra BR

Answered: For Items 11-13, supply the missing…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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these are review questions , not test questions thanks
Select the letter of the one alternative that best completes the statement or answers the question. For multiple choice questions, check that the answers are all letters (A, B, C, D, or E) and not a value. 6.) Find the exact value of csc 0 if cot 8 = and cos 0 <0. 3√13 3√13 √13 √13 A) B) C) E) none of these 13 13 7.) Solve fore in the equation 2 cos² 0-7 cos 0 = 4 on the interval 0 ≤ 0 < 2. 41 41 5m A) - 4 B) D), E) none of these 3' 3' 3
Which of the following statements is true about finding the area of a triangle given that A, B, and C are the measures of the angles, a, b, and c are the lengths of the sides opposite the corresponding angles, and h is the length of an altitude? Choose the correct answer. A. In order to use the formula Area=12ab sin C, the length of two sides and the measure of the included angle must be given or able to be determined from the given information. B. In order to use the formula Area=12bh, the triangle must be a right triangle. C. In order to find the area of any triangle, the measure of at least one angle must be given. D. In order to find the area of any triangle, the altitude must be given.
9. If RT = 28, find ST. A. 14 B. 14√/2 c. 28/2 OD. 56 10. If the 13-m ladder is placed against the window which is 12-m above the ground, how far is the foot of the ladder from the wall? ⒸA. 5 m B. 7 m O c. 14 m OD. 25 m
Need answers and explanation
Match the reason with the statement for the proof below. If a reason is used more than once, please be sure you consider whether it is a 1st or 2nd occurrence. Given: AB with m ZABD = m ZCBE = x and mZDBE = 7x Prove: m ZABE = 160° A D X 7x B X A a. E Division Property of Equality
2.5. What is the value of xin the figure below? ? (9) (3x+8)° 35⁰ 2_15 35 8 A 9 27 9 B. 14호 x 3 C. 45-3 27 + 87 35 D. 81 6. Look at the rectangle below. 30° 60° 30° 300 180 30⁰ 120 60 68 30 30 The sum of the measures of the 3 interior angles of any tria ure of ZA? A
6. Given Cos B= -0.5736, find the measure of angle B to the nast degree, where 0° < B< 360°. (Hint: when calculating angle you use three steps! RQS) .

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